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mf_newforms • Show schema
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{'Nk2': 3872, 'analytic_conductor': 14.278462221389228, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 5, 'char_parity': 1, 'char_values': [242, 5, [123], [4]], 'cm_discs': [], 'conrey_index': 3, 'dim': 4, 'field_disc': 125, 'field_disc_factorization': [[5, 3]], 'field_poly': [1, -1, 1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 10, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [1, 1, 1, 1, 1]], [5, [81, -27, 9, -3, 1]], [7, [10000, -1000, 100, -10, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510936388174066, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 3, 11, 3, 1, 5, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '242.4.c.d', 'level': 242, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.4.a.c', 'nf_label': '4.0.125.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2+2\\zeta_{10}-2\\zeta_{10}^{2}+2\\zeta_{10}^{3})q^{2}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '242.4.c', 'trace_display': [-2, -1, 3, 10], 'trace_hash': 735831743960821252, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.907', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.469', 'prec': 17}, {'__RealLiteral__': 0, 'data': '104.025', 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 3872, 'analytic_conductor': 14.278462221389228, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 5, 'char_parity': 1, 'char_values': [242, 5, [123], [4]], 'conrey_index': 3, 'cusp_dim': 348, 'dim': 108, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 137506062578, 'hecke_orbit_dims': [4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 8, 8, 8, 8, 8, 8, 8], 'label': '242.4.c', 'level': 242, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 444, 'mf_new_dim': 108, 'num_forms': 20, 'prim_orbit_index': 3, 'relative_dim': 27, 'sturm_bound': 132, 'trace_bound': 6, 'trace_display': [-2, -6, 0, -24], 'traces': [108, -2, -6, -108, 0, -42, -24, -8, -93, 104, 0, 136, -98, -52, -154, -432, -184, -304, 213, 0, 280, 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mf_twists_cc • Show schema
Hide schema
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id: 43090627
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 9, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936388174066, 'target_is_minimal': False, 'target_label': '242.4.c.d.9.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 43090628
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 3, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133779767538, 'target_is_minimal': False, 'target_label': '242.4.c.k.3.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 43090629
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936388174066, 'target_is_minimal': False, 'target_label': '242.4.c.d.81.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.3', 'twisting_conrey_index': 3, 'weight': 4}
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id: 43090630
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321849878, 'target_is_minimal': True, 'target_label': '22.4.a.c.1.1', 'target_level': 22, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 43090631
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 27, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936388174066, 'target_is_minimal': False, 'target_label': '242.4.c.d.27.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.5', 'twisting_conrey_index': 5, 'weight': 4}
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id: 43090632
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 27, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133779767538, 'target_is_minimal': False, 'target_label': '242.4.c.k.27.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.6', 'twisting_conrey_index': 6, 'weight': 4}
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id: 43090633
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109106, 'target_is_minimal': False, 'target_label': '242.4.a.a.1.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.7', 'twisting_conrey_index': 7, 'weight': 4}
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id: 43090634
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133779767538, 'target_is_minimal': False, 'target_label': '242.4.c.k.81.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.8', 'twisting_conrey_index': 8, 'weight': 4}
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id: 43090635
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 3, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936388174066, 'target_is_minimal': False, 'target_label': '242.4.c.d.3.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.9', 'twisting_conrey_index': 9, 'weight': 4}
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id: 43090636
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 9, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133779767538, 'target_is_minimal': False, 'target_label': '242.4.c.k.9.1', 'target_level': 242, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
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id: 43090637
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479558, 'target_is_minimal': False, 'target_label': '198.4.a.b.1.1', 'target_level': 198, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '33.26', 'twisting_conrey_index': 26, 'weight': 4}
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id: 43090638
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193732409474, 'target_is_minimal': False, 'target_label': '2178.4.a.r.1.1', 'target_level': 2178, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '33.29', 'twisting_conrey_index': 29, 'weight': 4}
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id: 43090639
{'conductor': 44, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458704272, 'target_is_minimal': False, 'target_label': '1936.4.a.h.1.1', 'target_level': 1936, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '44.7', 'twisting_conrey_index': 7, 'weight': 4}
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id: 43090640
{'conductor': 44, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321850032, 'target_is_minimal': False, 'target_label': '176.4.a.c.1.1', 'target_level': 176, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '44.15', 'twisting_conrey_index': 15, 'weight': 4}
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id: 43090641
{'conductor': 55, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591398, 'target_is_minimal': False, 'target_label': '550.4.a.e.1.1', 'target_level': 550, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '55.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 43090642
{'conductor': 55, 'degree': 8, 'order': 20, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021666550809126, 'target_is_minimal': False, 'target_label': '550.4.b.g.199.2', 'target_level': 550, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '55.37', 'twisting_conrey_index': 37, 'weight': 4}
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id: 43090643
{'conductor': 55, 'degree': 8, 'order': 20, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 199, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021666550809126, 'target_is_minimal': False, 'target_label': '550.4.b.g.199.1', 'target_level': 550, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '55.48', 'twisting_conrey_index': 48, 'weight': 4}
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id: 43090644
{'conductor': 77, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203962422, 'target_is_minimal': False, 'target_label': '1078.4.a.f.1.1', 'target_level': 1078, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '77.48', 'twisting_conrey_index': 48, 'weight': 4}
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id: 43090645
{'conductor': 88, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591552, 'target_is_minimal': False, 'target_label': '704.4.a.e.1.1', 'target_level': 704, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '88.37', 'twisting_conrey_index': 37, 'weight': 4}
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id: 43090646
{'conductor': 88, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831332544, 'target_is_minimal': False, 'target_label': '704.4.a.g.1.1', 'target_level': 704, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '88.59', 'twisting_conrey_index': 59, 'weight': 4}
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id: 43090647
{'conductor': 132, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510936388174066, 'source_is_minimal': False, 'source_label': '242.4.c.d.9.1', 'source_level': 242, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996340815408, 'target_is_minimal': False, 'target_label': '1584.4.a.k.1.1', 'target_level': 1584, 'twist_class_label': '22.4.a.c.1.1', 'twist_class_level': 22, 'twisting_char_label': '132.59', 'twisting_conrey_index': 59, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 569450
{'charpoly_factorization': [[[16, 8, 4, 2, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 2}
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id: 569451
{'charpoly_factorization': [[[1, 1, 1, 1, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 3}
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id: 569452
{'charpoly_factorization': [[[81, -27, 9, -3, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 5}
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id: 569453
{'charpoly_factorization': [[[10000, -1000, 100, -10, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 7}
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id: 569454
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13510936388174066, 'p': 11}
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id: 569455
{'charpoly_factorization': [[[65536, -4096, 256, -16, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 13}
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id: 569456
{'charpoly_factorization': [[[3111696, 74088, 1764, 42, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 17}
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id: 569457
{'charpoly_factorization': [[[181063936, 1560896, 13456, 116, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 19}
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id: 569458
{'charpoly_factorization': [[[-189, 1], 4]], 'hecke_orbit_code': 13510936388174066, 'p': 23}
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id: 569459
{'charpoly_factorization': [[[207360000, -1728000, 14400, -120, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 29}
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id: 569460
{'charpoly_factorization': [[[705911761, -4330747, 26569, -163, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 31}
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id: 569461
{'charpoly_factorization': [[[27982932961, -68417929, 167281, -409, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 37}
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id: 569462
{'charpoly_factorization': [[[47971512576, 102503232, 219024, 468, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 41}
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id: 569463
{'charpoly_factorization': [[[-110, 1], 4]], 'hecke_orbit_code': 13510936388174066, 'p': 43}
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id: 569464
{'charpoly_factorization': [[[429981696, 2985984, 20736, 144, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 47}
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id: 569465
{'charpoly_factorization': [[[65610000, 729000, 8100, 90, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 53}
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id: 569466
{'charpoly_factorization': [[[42110733681, -92959677, 205209, -453, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 59}
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id: 569467
{'charpoly_factorization': [[[160000, 8000, 400, 20, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 61}
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id: 569468
{'charpoly_factorization': [[[97, 1], 4]], 'hecke_orbit_code': 13510936388174066, 'p': 67}
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id: 569469
{'charpoly_factorization': [[[46753250625, -100544625, 216225, -465, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 71}
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id: 569470
{'charpoly_factorization': [[[517110562816, 609800192, 719104, 848, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 73}
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id: 569471
{'charpoly_factorization': [[[303120718096, -408518488, 550564, -742, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 79}
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id: 569472
{'charpoly_factorization': [[[36804120336, 84027672, 191844, 438, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 83}
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id: 569473
{'charpoly_factorization': [[[273, 1], 4]], 'hecke_orbit_code': 13510936388174066, 'p': 89}
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id: 569474
{'charpoly_factorization': [[[335381132641, 440711081, 579121, 761, 1], 1]], 'hecke_orbit_code': 13510936388174066, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 4, 'label': '242.4.c.d', 'level': 242, 'portrait': 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IxplpqaU3OKkusxMwFbpwM2TvbZMDlgZnLA1o2G7TOKi7e5lFWV46fqPPy8x5OHIp49GRKrNt/yyiZvv8VQVpMcOtng+DmHs/Mxs4shpxYMRxYN1126wH/8vhW2TY5xbqHB/HKJ5abDclvSbMe0upp2Dw4dX+DImdWLnzqyeOuhM8s7j51bufOm178reODOj7zckPiabv+gGXxpuQkYgHc/8tTRW37h9/9OvvnaI7f867eedhaaG1hu1lhullhuefbktGC5GbPSDFlqxpxfgaNLgunpVX75+5e4/sIKp+cmODdf5dyiw9ySYXYx4sxCzHw7ojHR5xWXd7hxH3iyjK985pZLnF90mF0WdAcQRZqSp6mWYsbHIjRwcjai1YEdG12q5QHGCBAenZ5m+8yApVUHjJUiqx0YRGAwLDcDtmxwafcUQhmEHlAvuWzf1Ge1Kzh5ziHWDpN1Sa0k8F2IIkF3IJldlpxfMsytRPh+H9yImy7pcMulgul6maWVOqfnfM4twtxixNxyxNllOLpkuPaSRX7l+1eYadQ5NTvB7GKZhRWPxaa0x68dstqOWW0bltpwtiVYWOnyW/8qjL79VWMP1jb+U+3X9j5oND+nXIHn/8PNjv6DZfA//YtPcMtNV/Ov/82/+7WPfvLuf/uBj3zxgv0nVncePNuWr7y8yZ7Nmih2AAlGWlAhk7sAYXCEwZdwbrnEI4cVl+9ZZt+2PpUSuI7EcxWe51AtSyqupNtxOXiixBee9Dg5P6AVhRw8PWDj5DJvecUKl1/Q5tp9TU4sRix2BRW/z7FzhmarymW7Jav9mP0nFLWKwwsn4cLNhn4Q0489HCdkvAYHTvsoJ8aVEY4LvYHk+n1del3J5RfEtHoxJ8/V2DWjqFYCVgeGDY0uK50WH70bnj4e8+zxPjs2L3HF3hbjEwFvvqnNd7zKsGemRhw2OH52jKNnXE7Pas7Mh5yZjzk6Lzi1GnLlRQv88ve32dhocHp2grmlCgurHkstwUpL02yHNDsxzY5huQOzXclCS3Pt3gV+4i0LsqTMzrnzJ3f1B+ENtfHt5VJl4ouPP/S3/NEf/+XLDZl1b/8gGfyzn/lbvumVe9Sff/KZ/+/Yidn/98nnTqjZ5YCVvuJ0By7ZNsd/+Yl5rtxdYW5pnKVmleWmz0rLZbnlsNKClVbMSitiuR2x2ITTKwKn3OfmS5f5zlcF7NpQZbVTZ365zMKyx2JTsNy0EmGlrWn1NK2BoduPmKyHbN+oAYHvGs7Muwjps2ODYtdmw+YNXeZWBjxzuMY1Fxoq5RWePzJBrRoQBC6T45peHy7e3ufDdzfYuy1iMDBMjUnCuEet5PPCiT5lt8pVF0U8eyxgbsljy6TPrk2wfSZAqZAzi+C5BiEMOzZGjNck7Z5Pp+vS6rostxTLq7DU1Cw3YxabMbNNWOrHbN/S4TtvW+TmfQ4lt875xTqLKyUWVx2WWoLVpmY1Ze6OYakDsx3J7GrM9RfN8es/vsQFm2ssrIyx0vLp9Ouo0p7YLc/82v7Tu39l29S5+C3f+m0vN3TW3P5BAfzgwYOUSqXy6dOntx87euhdJ0+f/9UX9p+k1Re0uobVnmC2IznTirlm1xy/+RNLXLG7wsJyg6XVCivtEsstl5UE5M22ZrUdsdKOWG4Z5pqCcx0DosPbX9nkzddrdm8qEQQVVpolVjsezbZipSNodwX9gSGIDHEMShp8F8q+oVE3bJgIcdw+R88HPHfER0dV3nhDgOOu8sT+MXZugs89GvHKy3zmmz1KjiKKQybGIQpdHDdiaanCK65u8bmHauzaBI8fHuBS4Q3XayLR47mjMcfPlHCkx8Zxh/GqoOwLPE+gBEQagtDQD6DdNax2NO2uZrWrWeoYenHMjq1d3nxjk7ffEoCusbQ6xvxymaVmQgZNWG3HNDtRBu6VLpxvK+ZbMddeOMdv/MQCF28vs7A8zkqrwmrbZ6XtsrgsEP4W6mMbfuHii/f+9aZNW08NBv3engv2vtxQym7/YAB+8OBhJianvZMnjvzgsaOH3/vsc8+Jdqcn292YVtcGPSnI5zqKs+2Q6y6Y5z0/uszVF/gsrjZYXK2y2vJZbXustB1W24Jm29DsxKy2I5odzUrHMN8WnG9qxhtdvunaNjfti9ixUVEvu7TaJXxXAoogSgNX6PYBoRmv9Tl81qBNwF2PVxl0y1ywxePmy7uEepX7nmxw1YUuh2c7NFfq3Hh5ly8+4bNxwrD/pOGn3tZi/wmfjROSLzypuPlixXK3xbHTE1x1UcB9z/WIBhVuusRjz7Y+vajD559QEAuOnnGoVxwcAd2eRBtBrA1hBEiN42maHUO1FrJt04BbLu7yTddETFZLzC2PsbRaZqVlj81KS9DsQLMd0exEVpZ0DctdyWxbsNiOuWHvPL/6owtcsavEwkqDlVaFZqdEs+PSbDusdhQrLVDK15dcepnZc8GFP7n3oos+OD8/H+zcdcHLDSngHwjA4ziUg37vLV/64p0XdLrhe555+glXGwhj6PdjOv2YTk/T6WlaPVjtCea7irPNiJsunufdP7rINbtdVttjLKzUaHZKrLY9VjsOzbai2YV2x9DqRrQ69t9qdg0LHcFCB8J4wBUX9piZiOl0DW+6ccDOGU0USxxpCEK495kSp+ZLbBqPeP5oCXSFfVsVV+/V+KUuTxzusrBY5dKdVeqNFR561uW6C0ssdVdZWakzM2N4dL/ie1/T4bH9Dls3uCx2mqwsT3D1xV0eej5motzg0gs6zDebPPpig7JT5dq9hou290F2eOa4YMNEyNxCyH3PuPRDhZQQa8POTQHfdGNAu6PYPK65+kIIggrLzQrLTZ/Vjkurq2h2JK0OljQ6Me2EPFa7huWe5GxL0OwF3HzRAr/yI8tce6G9OFZbFZpdn1bHpdV1aHcV7Z6k24f+QBNGMTfecH2ojfoPb3rTm4+UK+XP+J6rX25sveyZzF6vR7/f//4zx5/47YXZwxNnzi1T8i1zitCgPUOsQWvAgME+ESJGSofHD2/k5/7Y5W23LPNdr1lm15aA2aU6vlem7HtUfJdq2aFdltR6LmNVh24/ptOL2TjQ9AaGdt9neaHEmdOGINKcnY3wfQMIPGVwpKDbUwhcoq7DlTsFezYbtm/pMojb3PGY4sCRcV5/jc/VF6/wZ3cYPFFh55Yuzz6k2NJQTNW7lFSZIHSZb0O15LB1o+DpAwFXX1TmVVct8qe39/DcGq+7weD6Xb70aMDnHqny4vEyuzdX2LkpZno8YNdUyGU7Y5TSOMoAhorvM93wCUKXdtfj+cOuLU/oKTp9SacHnb6h07Xfvd2L6fQMrZ5htQcLXcXciqEy1uSn37TAt90UcMWuKucX6zQ7ZVodj1bXpd2z/2ZvIBkEEIZWwmkjePDhx91SpfHbpdr08mtuvf7fdLrdP61WKv/nAjyO2oD+kVNHH3z3oefvmYgHHcZrHkFki/uFFIDClpuYbLmRwiClwZExnpQ8d2SKpw5XOHxunrfd0uGWS/o0anWWmxWqrRL1nken69BOTnav79AdOPQHhn6gCUJDGBqi2N6DyMNokErgOoKSJ2jUBOM1mJnSbN3YZWq8yZ1PwJefcpF6jNdf43LlvjYPvBgS9OvcfKWg2esxv1Tlpos0U40uZcenHykWWiFKC668yKFSG/DkwRK3Xj3GjVe0efKgAjPGNZd4/PC3LPPFpwO+8FiV/adKbJ9WzEyUGa9VGKtB2QfXMSgJ2sD+44I4FoSRIIhgEGK/4yCmN9D0B5puX9MdaDo9aA1goSOZb8NA93ntVcu85ZYm3/M6TRTVmV2q0uqUaXc92j2HTk/Zez9l7vT42fsgjGmdP8eJM3dMtLvxf37rm291Vpvd9zfGXj6Qv2wA73VXiEJ+eP7sve+ePX7XBml6NGo+3kDTD6CvBEoKhBAIoZLHCClBSptFdJTBUZqyK1jolvnI3Vv50lMtXnnZKt/32lUu29VhslFhabVCu+fT7bkJsJW9B4JBKAkjQRTZpd5eTDaodBwoeVApayZqIVs2dInocPhsyEfvK3HsdJWGX+a6SxxuurzFo4ea3PVwnRsuLLF9U5cP3y1QwqdeC1ntDNAGlIDpepdW20NHZd7yynk+8rkKe+ZKvPmGLkG4xH3PTRLGJa6/ZANvvq7FhduafOnJLs+ervDMcY+tE5KJuqDiCzzXXoRSgBAGbUBrQxglF2toGIQWiP0AegG0+4KVgWC5DcLpc9XeVb7vm1Z5xSUxU/UyK60qzVbJOjQ9l07PodNXdPuSbl/SG0B3YBgMNIMgzkA+CAxhJFlcbfLnf/2FDVFs3v3t3/wKs7iw8idT0+P/ZwD82HPv5z9/qsLv/sXtP3DbpavvaYj9UyZqUSl7CYANUiqUlChpK+qkEAghUdJByRgpRbI8a1xl8B1DyRGs9BXLzXE+dm+VR57vcPMVq3zf61a5ak+TybhMFPl0+yU6PZfewCEIFWEkiWJJrAXaCAQGKQy+p6mUInwvwHMHnF0acPvjkiNnPI6fGUdpnz2bPC7epbhmXwvlL/Dc0RpbGhUu3Q0z0ysst+pctkUSacOdj/kMupJGNeIN1/f5zH0hp2Zr7L3A5fxqnxeOuWzbOM4VuxZ44Nk2D70gGAQe+3ZNsG+bz76tbY6eX+bIWXjsQIXDx6pUHIHvSKq+oeSClDaoMsZerFEMQQRBLOgMhHWjQgh0hDZ9rr2wxfd9U4tXXhazacKn1x9jqVmi3fHp9D26PYduX9HpK3p9m2DqDVLmjukPNEEY0w8Mg8BeSL3AEMSSpflV3vdX92xYaZ9+z7e/OopMwJ/hGtEeYOql/32h3/9WgP/cf/4zdl32DD81uPh7VpdP/q7XP9xwq5pK2UeFEUKQAByUMsldoqRAKYGjFEql4I5xHYHnajzX4LuGihfTKAnaA5eV1jif+HKdu5/ps3G8y7tua7JvW59+r8OluwzbZhSD0CWOFbG2iSKBQUqN68ScnDMcnxWs9jSffqDC2cVxTOAyXlJsnnTYMeOwewtcuqeFlou87zNVlpfHuGGfw6V7mnzpGYGIXDaMS6qViG7oIY1NSinHo9kXzC0LLjEVbrumzYNPltk85XHDpRP80Lcs8sHPtXnsYJVO32VptcauzWX2bupy/UVtvv3WNueWl/n0Az5LXZ+T513OnvVwlUBKicCWLMQaQm2II834ZMjll3QZDEL2bRvwjtsGbBhTTNR8wrDE+YUSnZ5Hb+DS7Tv0Bopu32rt3kDQGwj6A+xKMIgZBJpBoOmHhkHC3v0A+qGgF0BfO8yebfIHf/nE1GNPbfitn/ihA7/wymv5YaMHX/7fibn/bQC//W//jG9+617xM+/W7zThwT/+lmueruzdo+gFDgILaCFMpq+VUhbQ0lg2VxJHCZzk0XUErqvxnBjP0ZRcQzk0VALDWClmvCzoBpJ2UOX4mSq/8ZcToCNEFHHN5V12zQREEWijMcYmcaQQSCVwXI+Dpzz2HylRLTnUPMlURTA9Kdkw4bB5WrFjU8zeHavEYonf+2Sdk6ca3HCRy76dMb2ozcPP+TTKLpNjhkYtoFK2UkhrSbOvWO4YlpoxzU6ZV1y6yuP7uxw4pWjUS1x/SYMffcsSv/8pePJIlU7PsNp2mFuuMzNVYcN4nx2Tff7dO7vUK02ePQ4HT0tc1yTHMYvIMQaiCHbOxNx8WUQcuoSRjzEV+oHL7KIFdW/g0A9UJt96gbBlxgNBPyABcA7sFNxBYBKQ5+DuhoJWKGnFMD+nqVQOT6+e//Ppkwcv2LVz3w/e/4lPfdx8x9ve8Y8H4Asnf5up7Uvq/rsffnvYaf/ZH3xqofTUAZ/3/NgyF2136HTLOP0YKTVK6oShHRxpUFJZre0YXCUtazuCvqvwXMnAlfhBzCA0lEPNINQEgaEeYZklgiAS9EPJIPYJ4xIHjlR55gDExnoyAquNXQmesjUfNR8u3QT1MoxVJeM1xWTDYcMEbJ8ZsGl6ldAs83ufHOPosTGu3q3YvVWyZ+sK97wQMbc0xjW7JON1Tcnr4UsfowRRLBHGEMUBK50Sc0suV+8rc+VFbR54ssTGcUGlVOPqizQ//fYlfvdTmhfO1ljtaFbbioUVh6lGlfF6mfH6GPVKyHQ1ZMfVAb4b4ToRSsVIYYMJg72owlAxv+AQRoowUgShYhAmj4FkEEoGgaQfSAaBsIANhJUeQXpcdcbWgzB9HfopuENBNxSshoJmYAj7AVfuXOEX/+kC125d5pmD/vt+54/f3/u9z1c++W/f8yfxf/kPP/yND/D3feCv+OidNdWonnvHUvPon3724cWS8sp8/olJ/uMHAn7lR1fZtzXCcSJkT+PIGEe5OInGdhwH11G4gcJVBjeUeI7ACwUDVzDwFEEoGQSaMDQEUWxdkahwjyGKDXGsiTVWb2sycAsBSoIjwXXBdwQlX1DxJdWKYqwiGR8TbJiI2DHTpVZd5ZMPBtz33ASri3Uu367Yscnlwm19YrHKnY9VqLoO0+OKWqXPc0exHffbDN2B4ooLQy7fY5g9H7Ow4tHrV3jjdW3uf7bH4bOKalnie3Uu2635lR9Y4t4Xenzm3imWWoYdG2JWmg6NumKs6lKruFTLhpKv8T2N78Q4ymSBOFgW11qgtSDSkigWRJEgjCRBJAhDySC0zksQCoLQEAQwCOOCQ2KJYxBZvR0UWLsfQS9l7RDaAw1Rh6u3r/CLP7zE66+RLDd9as7TJUf3/+Lfvumif3rZrs0f/+5X/HV8463v+sYG+L4L5+Rqa+67PnVn5w8eeWa5tNIu4znglCr83cMzBIHiO25r8s7XtJmoR7SdMo7j4zgxruPhOhrXUXiug+cmbONaxgk8QRAKe3JCRRhBEErrIES57RfF2nq12hCbxClJ3BIhhNX8UuAkq4PvSUq+pFoW1CuGRk2zcWLA9HibyKzysfslH/zcJBtKJS7fLti+yWXnZs2OTSt88mHD8nKJfTOK8TrUKiFzJyTzKz7eLhiEgukxSaMBh48bVlqa2cUSF+4s8Zpr2tz+5RKTNfA9DyUbXLZH8GNvnseV8/zdA+O8eLbExlbIhkbEWFVRKysqZUnZd/A98F1wHGNBLkCKAsixF3asIY4FUUwCdAhjQxBBGMaWFMLEPo00QaQJQjJHZhDaishBKOiHgnaU3ANDvx9S99t85xsWeOerOrz2Kslqp0oQSrZMOQh9siT88h8/+GLb6YXyr7A8840J8I/89ac4cy7+gQNHHvutR59ZrrvCYbKs6YQCbSQtqtz5mOTh50vMrizyU9/eYaIe0vcrtDo+rhPjOi6u6xIEGs9V+K6y4A5V4pdbkAeR9X/DSBJFNgsax9ZJ0DpNFpm0hzMBtwW4DWAFrmMBUvKhUtLUyhGNWsR0o8fU+CoPHgj4i7vKHDzeYOeYy54Z2DrjsXUj7N3eohu1eHR/nbJymR5XNGrQqA0YH4vwPAch7MXVG3gst0JWu4ZmJ2J+xWP7TI0b981z12NdDp6tU/FDXOUhxBh7tij+yesWuXbvPH9xV41Hn2+w1HHYUI9oVCIqJUm5pPBdge9KXNfGKkqR2IcW5Qbbw6qTxFmsIYp1srol1mKkiWJNENkSgDAy2Yo4iCAIYRAJ+pGVJO1I0Iqg14vRUY/Jcpuf/I4l/p/v7lL2fJrNCr1BiSD06AcujuMSB0fqKtzye1fuvsl7/KHPfPC6m9/yjQfwbreFUupH/uTPPvHuBx9dmax6tqbDJNQp0EghaNXLNAeK3/prl/1HV3jLrR1uu6rFxqk+7XaZ3sBnEHgMXAc/dAg8a++lAA9DSRDZZTeMEk87JrH+SJhb2vdOwW2TlAlzg6NswsRzDSVPUy5F1EoR4/UBm6ZazDW7vPfTLnc+PsHySpULpgXbNwi2bPDYukGwa3Mfx1vlI/c5HDtd5aKNkvGaZKwaI+WAswsG35FIAcYIgtBhx4YWjxHT6ipWWoa55TIXbS3x7bc1+fiXPE7M+bhOiBAu2lQJI8k1u1bY8d0t7nyyy4fvnOCJE1W2jAumqjHVUkzJE/iuwHNtrOIobOAsRZYkM9iLTBus0xJbwKcgj2Ir6ayPngA8iWOCyIK7F0MnlLQj6AWaqBuwdarFq65Z4a23dnnjNRqHKssrJQahTz/wGAQug8AhjCRx7FNTy5NR0HnPvmvfplZW2u8fH6994wB8abmJ1s4PfeaO+979+JMvblBCUCtBEFkLMF06pQBHCFrSpzVw+Mg9Pvc+2+bqvS2++3W2Cm6y4dPr+3QHHmHoEkQuQehkgVIUWS87jFNtKYljQaxFrrW1IFMlxjK3FLkV6SqN52p8L6bsR9TKA6YaHXphjy89Z/joPWM8+nyDcc/lsi2GTROSjZMem6clWzcG7N6ywrMnenz6/mnGlMP0mKBeFdQrIc1uzOceLlHzDEJYYPUGDm+5ecBnH7E1Mc2OZn7FYeuGGm+7pcOjB9rsP+xR9aMk2eWidYV+YLX+P3lNk4s2zfORe1s89GKDUytlZuqCsZKh4mlKjsZzwVECJcmOuSVyC3WdSDWt8xUuSoBuCQLCWBDGCbBjy9rdSNCJsTFPEFAtd/nO1y/zXa9rcc1FMRsnXLrdGqttnyBMgB1acA9CRZgQUxRJZs/u3zA1Nf3u3ftu1f1e8wOl8te/ceLrCvAoXOD0OYHniu9/6OEHf/Pue+6eXF1doeKrDNwqSqxAAUoYXCnwpKAjFW23ypmWz7lHKzzyXIePX9HmHa/p8Yab+0w2PIKBzyByCUKXMHQzRyCKFVEkibQkjnOAa5Mwt84TC0KYJKjUiTuj8dwY3wsp+wG1co+YHl98UvKXdzd4/vgYIvTZOW7Y1DBMNRTTEx4zU5LN0yHbZ1qcXmjzh5+pEg3KbN0qaNQc6lWoV0KEG9DqVWnUDEIIjIEwkkz4ikhHtEOPdjdmpaU4u1Dmkt01fvxbV3nPX/mcXKjiqDC5MByiqEQ/kMxM+lxzQYvLd3d44eRZPnpPmbueaHCuWabqK2oeVF2D5xhcReJGJZKscL40YLS96GItiA1EsbD+eSwIYpsk6sWWtXuxIQojdBgwWeryxteu8q7XtnnlZRFjZYcgrLK8WmIQeAShQxC6DELHPg+SVTdMHJtQEQRNHnn4/g3LLfc3L7n8umhxYe7PI1xmpr9+HfxfV4AHgx5bZ6pvPX/63t8/sv++uokC6hWXQZgyt0mykqnfLaznLcFTUFKCjvLoRg7zQYm/e6TKfc93uf4LHf7Fd7S5eHuLDQ1FveIQhB5B5BJFTgZyC25JrCXaSIyxksBkASVIoVFJit9xInwvwlUBrV7IQivkv36yxPH5cZ7c38Boj8myYMOUYWpMMFlXTDZcNk5KZiYjtkx3mWyscOdTmidebHD5VsF4TVKrSOoVTbUcINwBvu/gKPv+xkAcS3oDh14/JNKCdk/T7hiWWy6zS3Vu2tvhxktW+cgXSpSXFY4MLSCNQxR7BKHt8ZxqlLh2T4drL+jw2KvOcXJB8hd3NZhfrXBmycdTkqor8FIZJi2xZESeShUsk0dGEGkItWAQQz+CQBuII4hCpBqwebzH5Tvs+bjuYk29rIiiKs22Z4EduYQpqEOHIFK5pEzAHST3fqBoLnV46vBdkzfMB7//TbfeuNLtdD/99cTk1w3gz71wkHJ1m7rvi395wbFjR+pnzgVUSgpb+acz9hAJyG0Cx1bqucrgRYaSElQcuwx2XZ9e5LIUVLjriTEefLFH1R/wT9/UZNtkxI7NPW66tI0jbIuYEFau2KykrZW2bWwJuDEIaVDCeuaGCGTEC8cljx9wuP3RGi+cqhFEFWqOYrpsmKgaxivG+uB1h4kxh8mGYGYiYvN0j03TK9z3/ID33b6BTQ2H6TrUq4p6VVCrRJT9AQ8eUvQDB7dqQWWMIIgkJUdx1UU9HnmuYQufejGrLZfFVZ+5xXF+/M1znFlc4pGnp3ElIEI0EEUJMwaSTs9hvFaiUa9y40VdXnV5l+9+9QIHTms++2iJRw+UOXSsSiQcBgNFN1QoIZO6nmLgmeQEjCbSBqM1rogZ8wJKhNx4dYddm/psnQr5vjcMKHuKasmSTLPt2RU1soCOIgtqK0WsfExLIiyw7fcfBDY7GkQSE3Z45vGH692VxQt+6Ae+W82ePRLPbPn61JN/XQD+8JP7aUxu9O68+7EfPH48/K1zJ5eR0kVIjaMksZOGlimLJuwtbFGTisGVAjc2eLHBV4JKLBg40Iud5F6i3Y75zY+MY6KQjdN9LtneZ3Is4h2v6bF9Q0AYikRvSygwN4n+lFIjpOAT95Z59mgV4TicPFfh7FyFUlkx5gsaVUO9pKmXoFYWjFUU9ZpivOYw2YCpRsTGyT5bNrSIzSqfuL9Or1Plwq2GekVRq0hqZU2tFOG6AXc+UmLQlbgbbLdoKlGqZcUbr+/x5ac0nYGk04tpdR1W2w6zSxUu3lXjHa9s8eQLFU4u11BSA2Gil13C2LpJ/UDS6Ts0Ox61coVqecDFW/vcsLfP6fkmJ86v4rgxzxxz+Pg9FYSyhWsIOXwSjQY0GEMYxOzYGPGu1/SYqsfs3WHYOAlx5DIIakSRy0orWT1jRRg5SYDvEEUyk472NZm5W0FS2DaIEtcrtsaDoxwIV9kxE/3WmeMPdxtT2z94/vQzwaZtV/7DAHjUPcHS+dmLluZPv/e+B5+QWyY9HAcE1oJzCxpYJsdWxjm4nRgiZexjLCzIY0OkBbXYEMSCgRYMYpeBdok0LHTq3POsxhDzt4/akQ0YndzTLF5ikWUViRKpFFHoILWD60hqPuyaNlRdTcXXVHyo+IJqWVIrWzk0VpOM12FyLGJ6fMDm6TYxK/zXvynxwHMb2DMJ45WEvSuSWjmiUg6oVnqUyxV8JVEy0eBYORCGLv2eoDeIaQ8Unb6m3dO2Za7qcWZujFdcMuCn3znHb3/c4dSqjxAaY0J0bAgj1y7zA5dOT1HrOVRLHpVyiYpfoeSH1MoB11wY4Lkh110Y8X2v7eKoKEkCaYQww6I8kXRaS4SQ+K4CPPoDh6UVhzhOpaBdLaM4vdugMYwVUSRs4J+5Wqmzldq46d06XAC+p1AK9r/wqOz0zXvL9e79cdR//uuBzf9pgN9z718h3ag8P/vC26PV42L3jEekJZjEqZAC40iSpLF1T6RACYMSoBRJ1G4BnlbBRXES1evEz9aCSBtCDZEWhFoSGkmsHULtEye2V/GWZSkTt8aR4CoolQ0lx1BSMb4LvgMlz1D2BWVPUilLKiXHArwqaNQ0E/WIycaADRMdNm9Y4n23az5810a2NRRTNU29qqhVFNUKVMoxtXLI+SXN0fM+Jc9ezJBW+gn6gcOuGc3MVJ9W36PXNwmLS1bbDrVyiVqlwfe9dp5j52f5409vwZEOBk2sY3ssIodBoOgFtiiqW5JU+g5l36XsxzTbNsbw3NjmFNwYR9pGCSltOl8kd1u6IgCRgFzQ1EmVpbZxTRxLtFaJBWtBHWtbfpDe40gSxhbQUZyWIicATxNLyWPayCKSi/7UrM+Th14Ql1zafvtVl287+uGPfaj3ve/8vpcX4GfnJ73BYPlnl+bP/GzUCaRUJRxhvVUp07kUEoFGSJlUC9rA0rK3IFK2KySKkyybTn5O7KvstTTNnlTKWS9XZIFSUXNDakXawMqRGiepIXcVuErgOsb6xo6g5EtKnqTsK8olRa0sqVUMY9WYRi1ioj5garzL9o1LPHpowEfu3cx4yWdjTVOvCAvusqRa0lRLEbXKgEcPwjMHKlwwbRLdm6fNewPFdXsNF27v8djzDboDQ68f0+k5CchdKqUy5VKD77x1mWcOzfPI/hkwCq1jSwSRIQpNVk/SGzhU+oZySVHyNL7n4nsxvqOTzLAtf1BK2y1YpA32EQaRi8hCcC6S42tBrrVIHCoL7PR5lNqycQp2kd3TjGmYPMZZnsKSl04DXW0QQlL2Aqn0uf9PBOPeBZvHfw0IXjaAL6925GDQ+6U7bv/Qvzl6dNmrlcu4jnVMRBJQ2ROrEUIitMmCy0haDzqODU6SOk6BbT3svFUtNmnmzaCTTFyarDDGUMi8D624md+eJHSUTDKWCluN6NiGAd+V+J6i5CvKvqBSFtTKhnolZqwa0agNmBzrsXl6hUcO9vilP93IqTMNdk9pGhWolxXVsqJagmopplwK8dw+zb4tFnOVjTnSW8p6YeRRL4d0I013YPfn6fZj2l1Js6yotH1Kfo2dMyG/8oNNfvHPJA/v34hBoY0mjjVRHCWpdEU/UPR8SXmgKHkS3zP4nsJ3NK5r/X5HGQtwlRBNIlOEMMMNuklqP70gU1ZP6+bT53FiK1qGT7+byOzGrCQgFsnvScgrP6fGLiBICdPjLt3VpnfgyMJ/+MEfeJNr4u4vCFX5e6fz/94Aj4IWWke/9uD99/+r5144Var4VSs9ksQCJCCUILXVoJE2aJ2Ww5oE0Hka3T43WRpZZx4tGG2IE7Y2I3dGAJ7I7iSwtBLF1pRbuywrt3UkvmcHAJV8O5Kh7BuqJU2tElOvhIzVAibqPTZPr/LIgS6/+MEpDp6aYMeEdVhqZUm1Ii17lw2VUkylFBLGAR/6Qg2pFK60cixjcJMyncs/ef0Kn38ioB34dBOAd3qKdkfR9B1Kno/v1tm7LeJXf3iJ//hBwUPPb0QbSaxtWj2MbKHZINAMSrbc1fcFJVfgezaz6Tkmy9g6SiOVXUWlMDYmSgGepzwBCsdbZPIqBbguFK6libVYg45FIi1FBuihxxTYaflE8mZGCGIpwJTpNc+W7v/y/f/62htuE4tLzZ+bmvz7JYH+3gA/c/oYxpgb504/W674JI0JObAygGfZMoHSgtgYYmXQSYo4Vimo83sK+HTpskAXto4iBXVy1ZuRz5UC3Aazdn6ILLC346R1JxLXlbZ+wxOUfDvzpOLHVMsW3PVqQKPeY7rR5NEDXX7pAxO8cHKKreOCyWpBmpQcqiVbv1IuRZT9ANcdcHZpHFcJlNSJLZcHmXEsiSLFpnFDFIW0whK9gaE/0PT6Me2+pNxVlDwXzy3hOmPs2xrxqz+0wM//CTzy4oZEHmjC2BBGccLkmoGvKQWSvqcyCea64Dppm5+0uQBpG0yyRhORH8MiaRiTZIJ1XrCVJtByIkoY2iSAL4A5/zk/pxbg9uei3RXF9lx1ezF33f14uTG1/UYx6vj8rwb4h//6dr74aL+y2bvDQzfZMGEr+AwiB16BYXOQp1e8QEtDbEhqIRLgJl88lyEmKZAqyJH0332JzyZFXkRl+zdFBm4l7aztXJ5AyQXf05RLhrJv9XOlHFKvBDSqPabGmzxxuM9/fP84z52cZnNDMV3VjJUFtZKkUlJUyoJyyV4cNtUf8Mh+QafvUVIkq5rV4GkTQqwFYeRQLSluurTNoy/U6YZWpvQGMd2eou0rfE/huV6inxtcvE3z6z86z8/8ETy0f4MNtrVOmqXzHsyBJ/E9bdk7qU1xk4vb3klkSi7jZJLlXR/k6XEXWfbT+ucW6EUpWSzmysgqOcdFMjNrzqnO3iuMDL1ghQ9++O+89777zZX9z36ue/EVb/5fD/D26jGqY1sbf/2xT/1hHC3dWi3HGOMThCnriiFgp0uyLkiO4tKmlWV1M8rahS+vTX4w0gsIY4Z1t7AFRUIm4E6KjFQGcKxl6Vgm81zwXE3JSwqs/JhyIi9q5QFjtR7jtRZPHxnwH98/zjMnNjDTcJiuaMbKUC0JqmVFpayoZOwdU/IjapU+9z3jsdosMT6ep8lTwKTBWhgrNkwqXntlh/se17aLJtAFkEtKrqTkOriOh+OUkVJz8TbDu390np/5I8NDBzcQaocwrQCMTcbkfiiz6kLPkThOUoQlBcpJjw3Z50svwlSqiLQqjbWktfYcD5/ffOU1axg7JTCdnPdsZYbs/wkjw2onxvi9W7/05RN/csGlb/uJ5148vnr5Jbv+1wJ8fm6OpaXlnxnzTn7XudMav+TiuTZwjGORfHgxDO4MwMlSpkcPhsgckbQAKAf3SzB3sqylGblMe8u0gi7X3WnFoKOw9RmOwXVtY3HJ05S8mHIpolIKqZYG1Cp9JsaaPHlowM/+0RRPH9vIhobLhkrMWMUk4E7YuyQp+5b9S35ExQ+I9IB24COUxE0ZXOSBt2WyxDsOXape35YLBCXGU5D3Y7qeZXDfk7iOg+ukG9AaLttpeM9PzPHv/0Dz0IGNhNphEAuCWCcsLiiFGt81eK7Ac3SyetmWP5WsaPb4iEzSSVGUmWJIbmaMPgLujIQKxJTLy3x1zoA98v8Zw9BKncZlJU8wWF3hznuOf9e3Vp87GgThz/8vZfCHnzvFirNlx+wLf3K5Cc4yPWGI4tgGF1KgnbSCz+SsnR6EDMgmW8qMyQvwR9nAFFaCYj1JbnWbnLWLQWW63CYdOioJpmzLmwW255iserDkxoluDimXBozXu4xV2zyyP+Ln3jfFU8c2Mj3mMF2OGSsZagm4yyVrJ6bgLvsxJS+iXg3Yf8Jw75NVPClxlU5cpdyjSAPnMFZE2uG2a0Iu2N3h6Kky0xXoB8beBzHdfsLCjsJx3MyFEsJw6Q749R9b5Of/SHP/C9P0wzKDWBJEhkpkJYvvYkHupKuXznpbpYqzFU5JUQC4GIqlRvVKDvIC8Zjiqltg6IzZTU50ReLKiC7/f2OTO2hBCPuPnGPLU49e/i/+2XfvMPHBk0J97bMPv2aA99pzlKpjOz/3pUd/p9c9+9bN1QV6gxpBSGYL5TZSgZV1bjXZLyyG2bvIBOn/O6Lj1zCI5ZaEwUfALQxSpbZgUu+iEtZ2DJ6jcV2N72p8L6LkRZT8gEppwMRYl5V2ly8/D7/+lzM8e2SKqQTcjbKhVhZUSyLzyq3zoi17exbgZX9AEMf0eyVKyl5kUhSWftILWySBpmO1vDNgEBh6oSgAXON5MZ7r4LoyacJ2M4Aj4Ipdgl//iRV+868iHjowyblmnX5V0ogNtchQSiYO+K5JvP/USTEZe6dSJQV49nmTD13EeabJk5NisnNlhtm8wMx6iOUZYfn8d0XXLA1KB6Hg7EqXK1YW3nrq2NNxqG7614ePzp64cM/M1xfgh48cwfPLN4TN598uB/upTHnE2uZaZTLWIU5AntpIQ/o7tfiG5IgZem1UihQBnh7ioipMT4Id95Cyd1KWm1iRNrFjy2JdR+Nl5bEW3L6XgHuiw8JKj3d/qMKnH55msTPO9JhkupSAu2R1dyUJLMu+pOKbhMGt9i75ARBw99MeK6HHpM9QPTaiuKTb4xWEDnXf4TVXd3nkYEA79BnLxjBovIGtVfccC3BHGZR0EdImaDCwb5vkt/9Fi88+0uPXPrCRM4vj9BoODU9QizSVCPzQjl72lB1o5KaBZmbt5o/FQL14YQqR9YrkLJ6ST1FHD4H9paVI/lqh4KvYbaRtuW6oFfc8dJx9Oze//Zqrxz/U6/VOfF0ZPAy6OG75wi8/8NC/PHDgIFddUE9KYDWuA0JKVCzQUiQ20TC404yYKQK98GgKV7lJM2kpTQw5JqnuJmOWNN2cugCqMFfFkRbYjtJJb2eM58Z4bkTJC/G9kFq5h+N0ue+ZmD/5XJ3bH9hAoOtsqAumSlaWWAsw9clVchcJcxfZO8RxBjz4YoNu4LCpkn6eUQZPAk1tC5NKruLGi3tE2gK8F4pkFIP1tvsDbYNDJ5kNk9p7SXLdIJhqCL7r1R1q/jk+8LkeX35xktmwTLckqUeGqmMsyJ0kDlEmiUtMAvL0GIrc7pU2B50e69EdBYsgT4P+IXLStoMoY2oYcmCGmHxNkGrLd2MNFRdE7HDk8H6uvvzif3ndtTc/1Wz1Do/Vy//zAJ87f5YnnrqdcqmxOeodfdX26RWkdNE6TJZKjdQGrVLzXxSCzBTsw0FkxtiIIUajwN72mIl1U5Rp00IuTdKsHMnoCbLJVylzu8rWYvhuiOeFlNyASqWP53X5y7scfuPPN3B0YQLXLzFTE0z4MXXfUPWhmnTYl32b7SwlCSFbvxInK4GVJ4utmE7g4SmFJ00WYKaf35Bf5GlqO4hcym6fmUaP1W6NXiiScWs2VnDdOLH5VGJ3qsy/zgNXW/n41ld2uO6SBX79L/p8+M5plqMqXd+l6krqjq3B8R1bf582Qzhp0idZ+WQmVfIM55AmHxHlw0BPG5wZXo1T44AR9jYM6fLMiCiwu/0skoeeWaWx4dlXzS53Ni+vrh4+cfI8O3ds+p8DeBzHXHnpG3Y+9OQL73v8mSd4+yvmaHfH0UmFYAbepCgnrV3IgTwM+Dx4FIUDIQrJGzEiS4Zv2QGXaW15AeDSoKS2gzkz5o4TkEd4jpUkvjfAd3ucmIv4489W+dT9kxybG6decZkowbgfU/NNknpPwS0TcMssKVRKtLfv2QunXh3wyQcdDp8sU1LCZgxTB4Uc5XlMYnV4GDns2wHfcl2bP7ljkk7FoR7agTp+kMQNSuM4MpnsRQHkboFS7aqwfUryc9/b5fJdZ/ij2yc4NjvGclSm6zpUlaCSAN2Txl44icuUrX7pcU3tQ6w+zz3y4RNUjPuHJMooo4/mRoacGJH9HI+wPAg6LcHCec2188+wZfry912y76Y3BYPmV5UqXxHgy62A8ZrLHfc8vvXsyaf3XHfBOcbrMZg+QeRkJykDstFDoLZJgQLgM1CL5IpOMmQmP/E5IxQp2wzpwBTYxUlYMgG3dU1S9o5xHTtzxXcifH+A5wxoxwHv/ZjHBz47w9mlBlqVmRhTTHiGMU9TSZi7kqXvZVKnkkiTxDvPwO3Z7OUgDDh8xqcT+Iz7iYuTJp1SBkwvZFOoSQkd6lWHXVsDlN+nHdToeYJyaGeQeIm8chOJ4qSuh1AvEbwqpse6/Phbu7z9tlk+8NkWf/yJSRZ7VXpOiZKjqDiCsjL4kbFsLq1UcWRe3pBmN0eZHNaRKwXMj+rzTJqQgzll8qKHntmERgz9LjbQiQTLA4fPPtjilqsf33PjOFs377jlhDEDhPD/fgBvNxdxRXW6VvY+9sG/edr9ztf5XLZngFIxLvnSqLVMlhlZuBoFeUVakb1Fkp7NwZ0DO8+EZtguANxqb6s9VZpiFkVwa5SKLcCdGEfFeG5IyQvw3IBmP+DBZyV/eVedT9w/ST+u4Xkek56g4WmqnqHiGypeDu6SL/F9iZ9IE5sYSpyJBOCeazOfx88bvvxEhSB08atmTYCZ3tIVLy1FDUKF6zq89ro2H/lih4NnqvRKdt7LwDV4Ebihxg10NqvRygiZ1/2Qs2CsbX9qxXfY2Ojx77+zy8XbB3z4rhqP7x9joVelrzxc16HkCMoSfJnYqKm9Km3nVbFBXIqRc5GdnxzQxfM3Gk+lQag2+c85iwvbOpe9VmB0Y9voEIorLtLUxONurG/92MpK68o4bC38vRl8rjUmz5w7fEPz3H1j33pDmfHyDKvtRRwV46goAeQoQ8uM1YfAzag8yRc6o0cXvQLAhT06MgV6llLWWbmn1d0GR8UW4CrO5IjjhDQ7IQ88L/jTO+rc9eQYy80aslyiVlY0XEPd01RcQ8UzlD0S1rbMXfYlJU9R8gQlj6RCTyfg1viu1d/KGXDoDJxtlmxiJdG3w4mTvH7G9kFakEdaEgQOG+uCC7f1eO5URDd0k+E64AVY8Kk4kShposZq0+Itl4uJ/Iltffi7XtvjDdev8KWn2vzZnXUe319nqV2hKT06noOnbPO3L7E9nNLuUpfW8qRN4qKQe0ixXWTzoRhqlMlHJGkK+LgA8KI8iUnIECuLZiqC3uo4H/+8YvP++8e+653mhj279tzBVxge9BUBLoJZX8n4D8pyf/VVVw9wHetjq6QjJLWpUmCP1hAPATqRK5kkSRk8OxLrj9QVwmSPxQJ9K0t09lmUjFEyxkvdDBmy0I647wmHzz1Q49NfHmO+VUWUSrg1l7oDY67t5Cm7JLIDyp5I7jIpOU10tyfwU/ZOAe5EeF5EyQswJuTuJ31Oni8zNSFwZd7cIcXIt0vjk6zkVNEbuOzYKHjt1V0+9XBAJ3TphYKSa/tVvQgGoSmsUirzqxFySKZkRJM2Kmjrt5f9Ae96dY9vum6Jv72/zWcfqHDfszXmmxV6wqPnOTiuwhHCthBKiStMIrUMClGQhsWU/vq3UYBnEiVh9jhla6wsiYdeSwLN5N9yBfgKDpw2HD4TsWnpZPVd33bLH7SW5i8Gev/DAF9YNURR/3vOHn2oceHW03iO7dSQCZCkzAtjsi6QEZCblMnJ5Ul+EjLTb31gD1mCpgBwndiBGpEA3HFiPCekVArpD2IOnoUT5xQf/cIYdzxeZ36lCm4Jp+5SUZKaa6g5mrJrKLtQci24S66dSWjLTGXhLpLfmwTkOgO559r2tKPnNM8d98F1k2XeFFL0QxZEfsITJ8W6KXac82W7BlyytcOBsxV6JUElEvihYaBIrD2dsHfqpqQWZK5VMp89sSK1Vsn0AZd+4FIuD/iBNw54y02rfP6JDn/9xQonzpU4cLZCsOoT+Q59x0EqO6NdAU7ymDK5TDqlRJqP+JoAngCbRIKQA9q+Vqzx10NZ60AIQg3NQKAjwcmFFl944AU2TH7l3SNeEuDRoCmCMPjpj3/xQGOmFnH17j7XXBgikyq8OBK2yTcFdQriZNZ2UYMb5AjA04tifYBb1jZZQGmfpx0o2o5+kDG+byepRnHM7BJ84R6Ho2fK3PtombMrZY6eq4LvoyoOJUdRdQxVR1sXwU0G57t2XJsFcXqXyV0lACfR3Am43RjftextL6yA4wuw/0QFVw7bg5lEIa8Hz+2xxEnRMpnt4nLJjh4Xbujy/LGIbuRSC23ztRfZmYCqAHAphe2SKjA5jFhuqQyKZdZDGcYuA9ejXg74J68f8MrLW5xdaXH3Yx7HTvt8/skK55ZKxD0XLR1CTyGktCuFSN6PJOOJGPp+awBOLluyR1J5YjLHJVnWEnAkvbUk5nlo0BEMXEPgxFx/UZ9rd4WMe49NveKGf/EvF+bPvmd6w5Z1Ve5LAvxzX/gMQRjz13euMNfayo6pJpdub3HbNV0u2RmyaTxmz06NgyAKJAaZtDWlIxuGgU9Rd6dAX5fBU0bI5YgQaYuV1deuHxPGhmOnBc8dU3zh0QrPH/d48XiZ1sBnEPjgeqi6azv0FVQcTbngA/tOWqeRls3aunA/kSWep/A8mVwAJtfebpwM3bc6v+SFGB0wtywZGB/HkXjS4BRsthECz0Aem+F+xyByEThMTwRI1acTunQdYZ2OMC8Yc5QeykDKNPMFkA47wpJNxuRpz2QscWOVjZ/oDjxmxgO2bwy5ZveAXtDjnx5v8vwJjy88UuK54yWOnSoRRgp8hZEKLWThyyU7Sw9plbwAruCUr1N3oVO4kzWM6wK4Q42DYc/OgM0TIft2Btx2Vci+bbBhvESrs1A9fOCe7zKo9/wPMfjDD36Js3NN9ZHPPS18o6lIn/2nN/DcsRp3Pd5mTA3YvmXAZXsHvOG6Aa++OsBogecaylUwxo5tQNtRaqlMIQX8eguaKbC1tPPAhTAIqQkDQ7dvgX/ijOSv7vLphoqnXyxx5LTPYsdjEHvgeKBcVF3hSUFZQUUZSgo7zkwlhUfKsrbnCpv0KILblXiJLPE98D0S18SmzF1H47lRkhENKZcC5ldivvBQjWbbZ3xM4CRevCzgYM3XTRMcmRaXDAaKqUnFG27q8/nHe5xqVum50soUB9zI4IapZ5147DK2diHFWScyew9tnMJ7WKB7sSJ2FJGrCGOHMHStleqGVL2QV14WcePFA972qj6HTkue2e/SCxQf/kKF47MuCEm35xAHKi3fxDhFUV4ksJEvnWqo5FFEBqGtJMFoypUY19UIYl5zy4DXXzvg0r0BOzZrqtKhUfbo9qssN2sEoYcvjoi2uV7d+fkvRm98w+u+NoBLadg2U3/vpZvjK3QLjs9pDIqFQZmFnmIhGnB8JeCh5yM+/qWQqfEIozVXXxTwrtf1baFMBNONmKsuG1AtJaydRcTr3UQ2nKfZFTzzrMtSy1btPbrf5TP3l+iHin6oOD/roYVDaFy0cMFxEL6DIyWeEpSksR6vAl8ZfGVsDbiTeL5Oztxe2peZgVslPZoiY2/P1XheWqAVZ+zteSFKBdzzlOJTD9dQnmPttiH9/dIMnnrhVofbsQv9vstbbu7x6QdbfPjuMTpRiWqiw91Uh4dpUsZk3UJCpFdSWoYmC1q/AHCddMA7lsldRxE5Dk4UW6CrGKXsIP3xUsTNeyNu2htixIB3vLpLP7T1IX93v89j+z3KvmCxpXjmeY9WVyYqSfCVQ09bdFUtaa66MmCqERPHGh0b3vW6PldeGGE0TDc0Ew1QRhEbjzD07JaG3SrzyzWOnK6w0PKuuPiKxnsF/PjXxODn55pU6/X6C099bO9Nl6+oIIg5fF7hSIOnBJHnYxyJjl0GOmS2qZldjcHEHDql+cw9dnkxsWFsPOaGywNqZVsX/BVTlMkSJ6VgtaN4/DmPVlMhHclASwbGscwkHDtrQjoI6SClxJWCkrJeri81ngRPJWBW+Yw+C3KRNzw4thEgbTwugtsyfFJW66YMHhfuEb4TYkzA2UWPYFDCH5N4SdpbJVV5Q1nMgl9sCvZqyqyxVgShy3hNsW0qwBN9epFPLxKUHTsEM60hSRNaShbLW2X2XvY9knhI6zx7qnWhM14mFY1xkjdQycYDEWEUo8I42ZAgRqqIrVM6WTE0F2/vE5ge0tE0m4LHn3NY7dq2RXs6xVc417aoqlrS3HhFyFjDYGJ7LMpSoISVuLH2iENFENuZLGHkEMaOdfKUZv/JiOdOtNXmPc293/Xtb68b3W4JOTyldg3A+51l4qD5no/cfubVOp7l1KLL8dVJPGmtGk8KAuFihAPGTTRTDMRERtNM115paK1ozt9bWJq+0i3TkQIjBDrdcoGk5lSoPMiREiXszD1f2pSzJ02yBYlJ5p/kjJeC23VsR73deo8M3Laty26J4nsCzyErMbUMnrC4Y/cEcp0I1w3x/ZDTi5q/+HwVHC8ZJFpI8AyBb5jEUnZNh4RasNmhOkHo8n1v6PG39/V4ca5GJ3apRHZTWlsFaPJOHJXmBMg86uxYpiuFloUCr/Sus1oYx1G4sZ2X4iZAt4mzZFsZlThnIrdlpYxxhEGYmKmK5ptvMSDjzNa1mrPI2oW1OzUXDBjtoKM8ZotiSWgEsbHuj0nmTMbaHhutJUrFbJpe4cI9MV7FZWdj46vnZ8++x+jon39VBj955C6ElN71e87yGx+r8ewxn0oZHGEBLpTBMYJAJNNbZTpUXufCsqCz4qLmWrNUFZYyIYB8mU2DFyFl1oKmBHjCppU9YaWAIyk8pk21hUIih8IcFLI9ftKu+hzgMpMtvmeyljbP04XBORFuwt6eEyJlwMlZwUKrhHAcfMmQPMnS84WkSHokUukwBLzE6Qgil8n6gB0zPQ7MDujFDv0Y/NiOt3OjRIdHZM5SnkJXQ50KeRZR5vNkiiMfYo0Ta2IlUU66fbnKdrKzQ4KKwNYokU/Gsu+tC4ZAYZhQcp6L2c7i50qL6Yo2cv48qWvSqlDnZE2M1Cb+jlt7PHlQ86efXmHf/js9u5nYVwH4l544AkLQbi8Ta0O1oqgoCx4MOAZcDL6w5YxhstTGJCxRyNkOdd/AWolS1IxZbXdqQSXjHkR6cVlnwpEmq/FIn2evJWSfl4KSNdh6SliwD4Fb2kcvBXoafJJtT+glTRKpRHEdq089LyQi5LMPlplbKOOOKbxiDUfRQWFEkQ4VHYmRIFDRH9gJtm++pcODz/ZpRSW6jkM50gRJOl3JvCAqLTizQEvfKQ0086yhtQ6TmSoGYmXf09GCSAmcWCa72CUbgSVAzwFucqAnmWRRyE0MARxsInB9SyF7tZhHKcqqvBJV5uUgCdbS79XsVFBOzLZNs5RUPn7iJQH+5GP3Ml4vv+K9H7r3unsebRN2NFsqSQc0eW2ABrS0HTpRkqmMChmpTGMynLodxXZ64tOsmCRPJCgssNPZHSnYlcw1rkqBnUypTUchFIGdzUFR2H7E9QCeBpyp7nZSWWISvT1cS+65IZ4bMNvUPHmkDI6Hk8gTp1CglH4vMYJwy1J5/XTeqyozTzwMXa6+YMBko0dzpUI3Sogmst9FxcbewyLAsSDP3kgO19hntfd2SpVWmljb2ZGxksRKEytBlIA8KhSvpeUQMnWIUlAnwa4QBplMEh4aJJQVyq2LgqGcyBCTZ1lwyXBdk30MDHR6Jeqe4DWXO6z0G9e547e94nN3vOGBN7/pm9YH+MaJVRyn881vvr5/VdyKef44LLXthkPZSIAM5CYvcSQvj8y7OvJy2PVuOcBNXpJJwkjkoC7WQUhBpj1lAewpyG1zcdqpYmWJyrpXcmCnzbeWvRPN7ZDp7dQStIydg9vNqhNDBCG33+/z4PM1pO/gSWHnb2cVhIX5LJlFPJrNLI5GSz1xRawVvb7LTZf2+JZXtvnj22sEsU8nlpRiu1eOI/NqxUymSJmNqs7f6qWYHLQjkzEOIgN3rCRKacvoUiKVKdieBZAPlUwMs7dMzukQuF8y1ZkAvPAZWQfougjwZHRcEDosN0s88rxitiuvuuba7jeHUfjAugx+8MhZqNbe8Pl77/jeex+aY3bWbgOthNWwQhtrbRfS7FnvXYGpsw86JFFGr9ti2WVenSbJgaEKNQ9Z+aZIu3ZGgU7C4GRtWEMsnnTDuGoY3HacwghzJz2bXtLe5jppw0FUuIcEhPz13XVi46Oy7GUxwMz7GlNnY0iDU5g2kM7+S+xCG2w6CFze9ZouH/rsgFUd0otL9GKBG5GxuJQGGYms6MzahaO0IsmtycJKrAWxk4x1UAnIHYPSVq7E0iCVJpIycWzy2ZKiwOIZg6fMLfJkXZ7/+QoesSlWkookZsiTgsUCvRToabDsOjF7dw7YNDjKlXt2f++NN7zx3h/6jjOfL9e2DgO86keU3cEFZRntceM2C02fXk8mGxlZtrBvaEYKZwo6Kn3NDOWv1oA7fZJLlHzgjBxhvpSp18wZzJ7nsz3SPWlUAm6lRobdJMB2lMidlMwOtB33tjHZJMydB5hOgb19N+DJI5LD50oY5aKkxJPaSipRlCj5lxx1UdJ7PjOmOPNPJraYy57NIZfs7vDwoTKh8uhFgpIENzY4UTqlN+nCiRIdng47HXrLUTZcO6cmTib4OkoTq+SCjZNdOJIR0Cl7W6DLAsDz9sF0pooonNdhsK9D5Kaoy0ekixFrpZaxF3WjFiCdmEPPKM6fi/YsLYcX9Prx59cweLM9T6dfZsvGeUrVJgvtaVwjhsCVL63J8yGAm6HffTWAj5ZbZks6RYAPB1KZOyFBCZF3zwuyTpeUydN9L4vbf6cALw7/sd32ZMDOspUZc8fJduFJcOmEGEI+fneFpaUywncyC1WN6u/RAHPIB8+L/It13Jk3rRVh6DA1IXnna9s8eaTOIC7RVR7l2GrxtJxVSRJwp2tFMuw0K8y1LM4ISIbGeySNvo4mkUr5oFSlDEqntUAySzLZFYMhFs/LLFjD5C9F4EPXfeassG7tUlbqkfzbrhsz6XdohZonj7e44uo5Wp1+9m9mAP/l3/4sSkrOLa5w7PwGPBS+VxjQOJSJy9+4WPJaLK5Z75bZRUVgZ2A3a9i7ODxTZAAXGYsPMbjKH3O5IlHOMMA9JxkA5KZbByYZTsfgZql4nTyPh+6Osp07L56Ej91VYyA9lFRJ9nJ4JstoBnNtxU1+rIZ1eKLFY0UUO/ixwztf3+dP7+jy7LEyoXLpSokX68Q9EsjYZMfKBn4iK3uwt7Tyc3jfoiKT5+C2k30dnUpBjYzTERP5yGXrqMghLZ4COt1GPAc4uR7/KiyePy8ogmIjTIK99D2DUFH2fb73NQHd4BkWjp3DmHgY4MbsB/ZVPvbR9+6698El6MEgKuiqnHyyj/NSoC5+iFF0i4IOK37ZotswGpylS30KnIzJi+MOCuMPilObHCfd5DXR3moE3Gn63k0bk7WdGZK1iKU9nVFyD1FuwOGzDu3AA+Uk8sSMlMcOX7xrXJSCHs7AVkyl62Lix6HqCvZu6fPs4YBY+/S0Rym2NdtOosGVsJu1imSTL5EBO00t6uxEZBnOJG3hZCM87GsqmUtiM6aWsWNtsuOdjl2Oso3FGAk0C21uCXnltqEYYvRRlJvsM46AfUQZpFWMUSTpBw7dXp3jszVid9Ou7/6JH6/c98QPd1917S4L8NnZ83h+8/UXXuj8zP2PriBEmaqvX9LiG309e/Ps9fUpfLTNaQjUFIEthgFeAHdxLNvQo8qHbMqCLCnuYuwqEi/cgtsCOB8K5BblSZG9VdLX6QUstzX/7W9qLPVKCN+18kTmgW86eqH4vV7qlvcr5j2qOYNbRyWKHOoVh5/89jZferLO0sAjkA49KfGSHsp85EMatOcgsrZd4qSgE3DrQglz3iLmJGPV0iA9BbvKdsNLC8hSFs8BLtLfYbuuRmXK8Pn/6gAfal0cifVG/gST/HPLzQVqM/t+Zv/jzzww6Hf/FhIG/9I9x/F9jwOH5jl0wrZtSSmSkWojbF28stYw91c4m4WTXfzCw8ydd79kHd0iB03qTqRbo2QAV/n4MVUAtSMlTiJJnAzgqebWWVDpOjoDt5v0cuYd+RbcrgrxvICP3u3ywtEySBcpJX46rkIU2CyNWZIv95LVhORsnvUgFmRKpG3LWRS5XLany1tf2eJP7yihHZ+e9PClyJI+SgpCkSaY1jK5KDL5UD9sXhOjFShjVwVthAW3yh2rOAF6ugVNcSJtCnohRDJPJb3A0nbDdAUXFJvIX/riF4lOKHgwBbmSHsNU2klp2DkjcGuz9FcOoOMBGcCnGw0832Pr9AQXb59juSVodmO7DXZhRmAGaJE6JV95xMO6OE+WKVkEeQp0yQjAxVDb11cFeDZQUowkelKAGzsnO5EirsrdErcwHCjX3Ja9XcdOrVppav7unhqLTR9K7og8eWmJQlojUqQdYF3brlAjrhOJEkYO43XFt766y6cf7LPU8QmUQy+WiT2ZAE6IHHCj9lzC3ulLOmPzvOlXmUSHK4FjQMvEaZEQq0JwLw1x8p5C5KAvavDUQRqaq5I5KcPwTj9nEfZ5MCnWYC3vK7D4DCNBsyM5fb7K5m11SrUaYeBZgC/MvUC5MrHz1ImHfrq9vJ9d2/ssv+hD6qAwDO582RDrM/qaD154nn65oZOfOidiRHuLrJ4+DS5FCughmSLyDpeEtVUR2Crfi95JmVsVmHsNg6fjJvKRE46ymcvjJwSHTpbQ+Ahp3RNH5KUDww6KKLga+bJVrEXJj6koyJN0+m4Cci2JYgeMw74dAXs29Vk6UMbEnmXx2MoUp+DiZE4GxUKvRHCnZbRgf86aU5LPIkVmHRZjG5XsuaQLcjFOn2tRYG9TkGjFJmUzdO6HXZWUqYcvyWJgmSX91zh4yd5HxBxfCnlm7jjfsWn3T7/+1luffurFQyec8wuCRj2eeeqA84Y/+HAbX5XwjMF3RLavjFj3pJjhD/HVmLsA8OLotRTUMKK9hxg871wpDrXPHhU5c2c+ePGebGmtiuAugDzZr95VCWsn7K2Snx0nRKmQzz5c4/BiGbxcnhTdk2KQnAbPX2ktztmzGHCmDJ53xsdaEQQOu6cC3nxTl8derIB2iWKrxd04GfIZD0ulHGApgFLbUCatYmvHemiZPJfJqiLTuz32cbJiWGAXY6NkBdY5kxdl0nBVZeqyrEeFo6RZHApVJFmRXRdKGmYmI97x6gHd/jKX7Y7eUFKDmY1j8QlHSbsxaMlxaagy2qgkACskKlhPi4s1OvwroTtnsrVLdwqE4cmmw7pbiGFgZzJFiUITbgHcyXzCfNsO1gLbyQcEZSPeHJ2APLLyRIWUKwEPH1T87T1Ven0PKo7doVkMS5PRAHPou64H8AzkBZliRhI+ScAZRg5jNYe33dbnjge7PHrQw1RderGfVFimxWlF9swlISMgH5YDOr/AlGXzWFo9ngI8zrLHImFxk5+fTKqMWLwFkKeAFgkIUlZ/6at/uCCriL3iyBEALUAIB8/UCHolgr5vdx+PJI7vDpDCYWYy4tp9ijPzDoMwzqr68pR7cV53zuBfiwbPo+fhJWpIimQHQBQYsaDBC8CWBWki0zS9LAREqlg2a9vf0hHKTrIJk6OGge5mbG3vStkA0/MCwiDmjocqvHiqAq6LkCor21UpY8qcxdarIhxyVIqsndbx6LVeeHpP7cIgcLh4e8Qbb+nwzIkyg8gjli49rfBi8s+SHdeMA9eA3Ix8FlR6sWm0Eqg09pICo0CmfrnMbdp8mm/yXCcXlsyJyzoqIzmBEXdp3WblQna8aHCMDmlNcdUPJINQcPBETGNrn+nNPdrtHs6/fvcnkFIy6HdxI82Wcaj4inzkrUiqCQsnhnR5G/1Aw6xdeBixBUcG1xe0YpGtcxZfC/SiF64yxk4Bnk9OzSRKAm47489kTO1kj/lzNwkuHRXiewHPnxR8/sEK3Z4HVRcp0srBYk3MOlnMwnctHo1MT2ISDVwcNzy8N2VcKMAKQpdaLeCNNw/49H19njnmg+PR1xIv1eIawjjPAgsBIibJ/AlbNVfMaqictBxFLl2kZfN0VcmSawnQU+tWaZENY7KAFgnQk/OpTVbCm59vkzH5egAvEmfRB38p5yltxpdScMuVAXsm70Q176MSaZw9jQAhBWHZEIUelbLdujXf0m+dfSlHZwkW6aB4bRbZushkxWCzwOLZkpYt9YLcIkw0uMpH/I6ytp1uVXjuFOeDpyODE3AndzedQpsU+DsqsncnxHVDIhNz+wNlvvx8GUoOSNvQ7BZKeIdKY4v34g/r3IZXxITRs+Zy66ikgWYK9EHf5VWXdXnzK7q8cLJEFLkYoegJBzfOP4+IcxZf+zGGmTx/f4NSKXNbNrc/C6QWmQ5PgS4Th8UCOtflYijYLeQEsmxmMfjOL33D2udrg/HhEctpUB7F9u+iuE7rKQelHIwxON90g70Sg9CwtCxZWHVodQ1BqO1OuoVdsWRhiYDUKiwCfISrvoI0Sb94rtOKTkrO2iJj7fXS9IV7smOBkzF44e7km6Cm+0S6BVCnzol1TOyjUiGeG/L0CcnH7q4BHkgXIRRultwxWXHVcImBGGaozBgrEEAKKop+bspK0kqF2Lbu2Sm0KkvfG+Pwrtf0+MJDfR4/aicJhFrRjUVS8JVcdHHKnsOZxCLIjTGWxYtAT+4qOcdaJvZrev51IbNsCgFm+lwXzq00a1buItHleFmrddfs2geFLU/yPTjDGAaB3Qp9fiUiQuE4yao0120hhCAIQny/z8xUnUFYyQqoiDVaWCGvjf0SRucHYdQmHIJ5UaYMyZKi7h4OKtP2NDGk80Rh4ilrQJ5vx5Ezdz4Avwj0AmsXHp1Uf6tUf0e4bkQYR9z7aJnnjpTBdUHa4NIrWIN5OQFrNnEaZs1h/jSFJ1kDRDGzWKwujCVaJdnN2GEQuFy6p8+rbrAs3ostiw+ER1/b7dGzwC9O7UJjx0cxDHK7Gg/vFp0yuFEGmfjjxthAVBiBESCNyFg8A7gcPh66APY0qBzV4kUaGFrpCrgakiZaFCogLXOHEYSRZm6lT0yHyckyQvkYo3E+cU8JKSW9nmRzY8CVu7QFclLjAZI4KaIXyRsYkfZhypfOYIphoI8uVwwtXTmQh4A+5E6QVQ/mjQ9mSHfnYDfZY8rc6bxwJwN1PoFWOQWAJxLFc0IOnxf82R01BqFrtxmQti0tbU1TQ5nDgnMyZBfBuhLFDAO9KFOGdshYV4s7VH3J97+xy+1frnLwrL34Yq3oxspWGcZJ8ifNHMbJWI6MLdM1xQwBiSSgTKWTSjS6NAaj7UZVRooE4CKTQdLk2jsD/OjFXiC2NQ7TV5Bx2UWXrSD5HpxRspePEIIN4w6XXiC4aCc2uWJA3fnx/7Zxx3TpP/eWzu8ruyXAx3GSN8zsmPxTZICU6T70RaCSM64oBIRC2NrhohuSptZlOg44eUzGA6/R1yq3ANVQz2XhuaMTxk697yK4c/3tDhVTJbs/OGHWzOA6AbEM+NPPVPjQ5xvg+6BKKOVQUXbmiqdMVpnopk3OSWtcnkldm2HNy3pHJRaFIf55HCEkSFVsF7PPhdFsmwk4uyh54jmPSNjJA1pY29fJ0vWF4D7NQRRYaBhfwygrXnxDhXUj2r3osKWXTzG+wIwANPn9aE/B0MVuCjPDC9tODv2cbAkeJfFixVfoqMTsgoc/duNMfcNrvuh45sXG3m0Lb/JuXmG1U2WlLWh1FJ0+xAlgjcDSaPIts6s9swuHD0xxy7z8ii0WIIkh5h6WKSPFVUNVhGZIouRgyHdTU6ogT4bAnW5nYkYkSVopmLJ3iOuEHDon+ciXKiAdkJa9s879YjdRcYWBEUAxxOxJym2N/k61ZTHxkjYhOFmLVtJVHitilWjx2OE7X9vlU/dW2H/GBRlghGSgXXqJPMls2DiBYjwUwmXgtCxpCnIp0eCQSBQSDW6sP546KcYkmczEH091uBCJP52c18KxGGLxIRk7olJGXDrDyJYnhS0I+/2YhaWY1S6cXYq4sdN605bZ0w3nvmdXOT+3yonj87zphlVqlSkOnaxnbE0KROwnNyaRKplJLwqfIv2QovC8GHQxwvhiTYBW9JPVEMCH542Mgru4q9rwBlQmkyZuMnrYcZJh+anfrSI7fjmRJ7GK+MwDVfYfzrW3FNJ631kHzcjnLZy4ofLfdbjRDD0fbkBezxNPO991LIllmsK3UuXiCwa85RUdjn7EJ4gVCIcodugikmmwacmzPYdhFvwOgzz/XAnIE32ulMHINODM5YsUJk/xC9DSyhSt15MoBbDDiGzJD85LqJQhkOuRlSAFfhQbTi5pjGrzpluXuOKyGcqVGOfYqQanz0Xc/8gUB44rdm102Died3qkLEwma6ymM6ZwuVk5PhxQJVdtsZouzVgKRHYA1mtRS8EtkozZcHBZ3CaQYXDLAoNn93yXtTT1nm1xIjWOTIfm20m1rhty7Lziv3+yTl+6CYM7ha75tIuomA4vMvXXcLYYXb4TN8PkzbVDs9aT1H2sc3DH2iGKXfw44p+/vcPf3Fvh6DkHVAjaIRSWxVWcXnC5Hs8/YBHkyWsGVOrPSwt2mQTAUibsbWy6Pg08U+Y2yfHQ0v6NHqkvGiK3IQJc64Wnn06MfEKdLX0JpqTttR0fc3nrbs3urZKpep3pTVW8cgVn33aXmZpHNaoQxA79wNDsaDw3r/hL3zL1MtMCl6FPQ+GDFzzulMHT349mt0brvoUYZu1ReaKGQK4LFuGwTHGG/G2dgVqpEddEpePJIhwnoBVo/vjTdc7O+6CcxBqU2YChou+dPS+y0ksFVV+BmXL2zvcOzV2UNIUvs3vWDCEVceSwZXrAj761za//mUcztAGBMZKBVtY2jEUG8mKwichBnvrgJtPQdnRH8QJUibuSFuBJaWWLMMZOI0tJKwV7cj41abGcWXNshnAz+li8BEfcOlP4O+XaHltJiUPHPR5rh+y7eIyJySrO1o0hE9UB436LuSWPpw5UiGILEDsTelg+UgT3KFkNRcZi7ZI0cl/T1FBY2jJwF4Ced60XZUm+6asFuB4CuAW/RjkF1k53SUhYW6Xa2w/58O0+7/t4nYF2rTwRKpMnWVPxegVWjAZz6zDAOiyesXlB++agTzxxbdBar03ha7sVeMmJ+PF3dDh00uMDn7FaHBSxkPR14qbE6ecyGbBz8TQsmtJBqQYw0mQa3BjLzMqkTloC+BTQmVxJzqtJrEphLwBhivkOM8LiYnjxewliGDXshLABuesAQvPi6S7HzgW4jT6b9QDn0UMRcwsRLx6IGXMjoiCm5NlIvHhFFd94vQ9RZOniVbkuuHlpYIskQ7hWnqwH7qLroIdAngM9ToBtx5BldSaqoL+VnTW4vAJ/86UKK4MU3BbgrsR632JUnhQDYTEcTI1c+EOMbYbBnT4OVfWlWy/qws9ZnbjV4kortLaae8yLefvrunzqgQpLbQUyBK0IcegLkdWpjF6M+Uk1hc9omTxjcGm3L8lLNOwxTy9KLZOxFQWgSwEmqRE32TkvODsiJwNSqZdhSqwL8PVS+oj8eFZLcMOlMddd2uWSvV0aYxUcGZcQYYVBaxzdcJkat7P6ilVx6/gk619t4iWAXfh5TbVZAdg54AtuiSi0SSU/p0CWRZCnAWbK0DIHtypkLZWKC6xdYO9KxO33lHj0uTK6oL2VlIXCquF6k5cETOE+hKH1zk5azFZg8fX2jsz1uB1MqQq+eBS7ODrixssCvuX6Ln/xWQ9UAEJihGCgHZRIgk4SqSKGQZ19FnLRkiaeVPKbVKIU2TzNZqYj4YtMngE9Zezs3Bdr1Q1rTIi0MWJEIZiCrZldjMkH7g1gfkUyWa9T9xWOqYGp4tx8aUxnR8zFG2K6gcdyy6E/sOnPdJbhkF/yUsAuXGFSvjTIM4DLdVgwa38qsrcpMPg6LF4ILIvgTrcTVCrX3krFiURJQC4jlLSD34+ekvzZ7TVm257d71raQe9KYLtmhoA9WlA1EkS9BHuP3oYSPQVmH90wVycTaI1O9iFNmFwlpbRK2u1PNlZjfuBbOjzwnM/ROQkiBBQaSV/IbBOplDFJJcsIyNMPp2R+5pO8npVRslAFOSJXtMit5QzoabpeFhoj0otsPcAPxXAiLSy0Wn8Y8QBExnrhS6uaF44allqS669RzGyUOFp2iGjRjFYolUI2+1XOzfuYIN8YaEhNridBiuydgjZ5TY4CPBsSkwK9sOQnWUG1jvZOO7llNjrYvuZInbxmhsA9HFAmj1Jb3S1jHGmlieeFDGLNH360zpefLNveNulY7S1l0rVDPn+k0EW+JsAcYfLhWovh47g2g5kCPtfixZFu2QwTI5N536kWV8SxJpIOKnJ41TUBP/auFr/0hx6DSNoMlJZEiauSV/olOvwlmLxIbJa9E10uyaVKBvg8EBUJuHVCVCnQhRAWoJKvuMpnODL57xLNkAWWxY9rjC0MDIKY84sRxu3j1voYt4tRFZxHny9zbq7CPY9UuHCrw9W7xTqSZB1Qv5QceUlJYoYlSQHwKWCyALPwWs7iOWPnAaceYu+14NbJ6wUrMAV5wuCuF3H34y6f+nKFQeBC2bHaW6qMvbPZh+tJrCJzF1Ccq5T1m46HM4PkhUVD4LadNHlmb1iLSy1RBaBHkUO5EvH2V/W468s9vvC4srahsF0LoXDoIXKZYka7fXKQp66JSGWAzHW5SXS5wcoP+5hYicI+l5Ls97kUIXHghkmOJBAlvRCGuoCK07GKsmF0LYTxMcUVexVbphXTmxyqVQdn06SPT4nehVUm6m62HIUxmQ++HrjXX6Lz/y/T1XKdv2GYyTMZknyZNEVtwa0LgDZrwJ46JumIX8fJLcFcmuiCZEm0t7RTYlc7htsfqHDwfMlKE2FLYkWW2KGwIeqwVBlygrJjJApA/wr6pMBAVryagkTJpUqqhfM68aTSsFBGK4VCxhopHcKBw96ZkG95ZYdH93s0A2kBjtXjAQpJwTYU64Dc2AAx/TndtSFL/qTgLQDbanCTSJTkX0wYu0gEJgN3/jxl/WGyLNTOJPXoQ+QhiodY2gvBGE6cKTM757FP+0yMezh7d4T0pgfsGG8RIzgx63B+qUoQKBwnL1MdArdcB+CMsJs0L3ExFPY/lyOBpUgeVTHQHNbdcijItJlKmWrtBOS57o5z9pYF90TaTnlNzJ9/tsz7PlmzO1YoJ3NOLHtbeTLq9owmd4aYOwV5ccV/CfYuervDXnhRphRb2VLLUCa2oU3da6kTTW63CJRK8+Nv63LknMv7PuUQRkmNgZZoBAMhbaNC9u6JJkhAnn7kaCTwVCmgwboqqaNYYPOUwQ0JiBOPfLgorQhuC+R8v88U1DnQpTBJaUAuq1KGVxJKvsB1NCvdAQcPGdpdGLgxWzbFOC+c7rKy0uLUyWVOzJd48sUaF81EbJk0lFC4bhoxFgLCdYArvwqwh8YZFDtAii7JEKMnYJbDOjx3TnRBluTAVumM7pTRU3Bn0iRCyRDXCzkyK/nUvVU6HRfKKmfvonNSbEsTwwmedWVagWK+WpIHRhh7COz5RrpaJo86ncs+ctcSLa0Wl9LONKxVY952W5c77i9z5HySIcOyeawFfUTG5HnXTQ7yFNAYgSp8uNRFIQ02ReHzS5NJkpTdU6ZOK1SLWChKEFOsRExel8ln0UmZQQrydHSJFDZkKvtwwdaYt962yiOHQl44ZbjkohWmJzycB1+scPpMnfsemGLLVIkd41AvFZjHFJhpBNDF+t902MtomeR6wE5fz//eDEsVqYe091oNbl4S3JkcyZwSPSJNbIHVINTc9UiVLz1VtntEy0SejLB3Lk1E4aJMVqxMJw4HSV+bOFlHRmap+2KiJ3dSzCioExZP9XgsJDJWSKEIB4rXXRXwuht7nP6cy0DbakO0Xesj4dA3IPXIic4+fZoLx0aMRdBLkj1aLaCNJGsbM8k5tGXVDEuSLAgVQ1jIgS4yV0UKgS64ainI817WYYy2ew5nZqe5dnePN1y1xKZtEX4lwrn1yt2rJ8bMHWPB2Ld5rrGjz6Qt+SzOKhkthko2vk0YrcDameYuSpFhYA9p7wLrZ0BO/1YVWTxxUES644DJ9bXUuYsyBOzhOhMpbaeO9CLue9zjNz44RmwccNykYtBBSIkrGGpJG2bwAsjlyErFOkD/CkhfM6W3IFN0oSfWGGN31UgZXQu0yB2VLLspFLHWSO0QRXZ/oZ/9wRYHzzjc95hEezmLG231+FAwPAT0AsgFSYBpsgtQyoJksXok2ykyK8aSw7IlbQoxGITOA1BZwA+jWl0K0GnQmkq3QnOIhkEIS6uK1ZbP8XMutUqDG90L7tizZ9eq0zn72blpX/zaa27wv03RpdNXnJm35bJp40EO5GLmbhik+Yk2w8y+DlOPuie5Hi9OLy3uBZmP603dE1lk7wK4ZcbY8TCbJ563UhGnFyV/9Lc1Tpz1oZIzd+Z7izwtX8xarusWFUhvXbswAc8opa+Xycy3fUmKnbJky4hcKWQ7YymR2lgWlxJtlN0qUCui0GHX5oAf/7YOx457nFwpXJWJ2g1Iknq6kLo3wyA3ImFuhHVTUvMhkSz2ArCrXKJqbNcPgLBSJhNA2mQyJB2BnMm5JOtZDEoTa8U+JquJEMnGAdKucFEMzY7h7EJMq6uZGi/z7NGDvxbrA3PO3l1n8F3B2fmIF09G6KhCp1dFa4XjFrpqCsBWRc1cAK9Y7+f0+VAiZ4S5RQ7k9PeqCPhMnughDT4MeAtuJ9Hb9jHJVMq8HDb2Yv7s02P87T1VTCnV3RbkGXsPae9h/T18MQ/XuGcW1ihrj+DbjPxyaASHYSTgTMdKkAzlSexCKXJGl0XZkkuVWDjIXszbX93jxWMu73m/Q+BHRapEG5dBlp0pSKW4kOQpJIMMtrYlAzIFMMtEJxdli7BuihDWmUmTQDJN4Q85K8PAF6k8EnkJLxJE6uVre/EoBbWKptHoUBtrMbtc4+h8yTppH/2SouQJTpyDpw9LNo9Ltk7ETI6pvHqvMIBRJtV7a5l4Hc29JpAcfi2bPV6cVppKlBHtne8PMwJulUqRxEUZYu1kf8es5iTmC4/5fPBzVfpxOt0ovVvtne7mNpRFLV6oowHmS7B6kcFzNlxfeqdp+lTnDnXRJIA2srDzmCzMT5EFb1wYZJxIFaERiVzxXc0PvrnDQ894fOEpaxemUgUEMQ4DY4POzDKUBZCLEQ2e2IBKmAzg6ee2dl7BIy8cL0zC0LL4uinImOTnhPFlkmU0EuQ6mz2Jgrsy3YBr9hk2ToWcmBswv2KdFefU6QZCCAZBxLbGgPGqolJSuG46pXV45siotMjts6JUMWvliTRDoB/6WQ5Lk2EHZR1pMqTB80BSFoAtpd2dV8pEnjgh3QH82p+Mceysj3GGA0shRLLRrd2WcCg1L0eZex0wZxAeiTKHUD4M8qFWsFEPnLSo3zKXpjAFdijLKdBC2t3TpM72ktQylSoOMtDs3hLyCz/c5KH/4NPuJ19Ap+ayJJaKni5q7wTkOpcGw5ocq7uLqW6RBpoFeZKAXIj8daMLwWaBzdP6J5PUuNgANtXrSV6gMCBTxDb0DEJBuydZXKkTRT5Vz6M+49qxEVfs3YgQkmDQZdBbxvcUQqazttNNnXLWVi9Rs11k7WGXZJjtRRqUrgPotfo73Q+muJ1dAfBFl0TGa+5OAm7HCYli+P1P1HjqQMl63kk6Hplr7yJ7qzS5g1m33UqwHoOnhUPr9fGQA2cdGh+uS0m36zBrpcp6DRHJpkxSS7TQxEIitESKpMVNOEituXpfyE9+R5Pf+WiDIE5ZXGQUHGvFgDTgNMPfQdqm49T+U+lHT0CoUhAOOSoWBySMnExuLmQwCxpcJgLIJIGoToBvLPBJEknpUUxlnE16GQahYHFVoqTHzu3TTIzX7BblP/hP3ozn1Zg98yz7n7mdQVRhuekQRKNZxvznYs12bgGOJnCGGX0I4LKwBZ1YD+DrSZPhjUjzALPws7LMnUoUmVYLlmK++EiJD3yiRrPngpdqb9dq7wJ7r9lgdZ0A+aXS84hitZsYYfaiJhlO04/+2mRnsKjBE2liCtIkTfxI2z4W62RjKGMSyaKQUtt6lUhRL2l+5B1dnnjB566HFVSihJmTuxREWtKHxIPORJP9farFE2eDRJ6kvyvq7qI+N8aOc0vBXXy015f1vNOfM1++cCGYJNa0Q4gsQWopiGJBKCDsaFbamqVWwN4rXs0V119Bs9XBcV2D5wuk0ycyc2izAaXG8AVDnnbRylmjs4sgGNHZoz53nuQp7rHIiCRJtqhbB+RWiugCcyfSRK7H5hHKiThwwuG/f6zGkUXXLklirXMyzN4vkY5/Sb09nNQR2X/WuaUr/WgtSrGSMM0eZoydbtk4PAl21F2RaWGWMAgh0dKW1Nrz4CBDw56JiH/+zjYnZh0OnxUYpwBwAQaXyEh6JpUlpPV8ifZOgS0S56TA5Am7p7P2i2CXiRtjpEgnOpDI9eTCSJsjClo8C0JzLGmTXgS2KT7Fn9FgHEPkD8A1KFchHYlzZt5jvOHw8AsV3vfRaS7ZWeGSXYJGzQaB+b4q+Zukz9d63iNuSfa7Qq1JQXsPMblkBNQFSSJycBe3lk7tQDmUjo+QMkLKEM8PmW0Kfu39dT51dwXj5o6JBbdCCHL2FnnWMt9gddjnHu2cp/A7iq8VQT4CdjP6w4hEyYJLk4xWINfkstjWlqXwc288TmaXyFSLi0LQGWtcqXnbq3s0B5Kf+W3J3KoAP0GV7S3DaJcQkbsYKZMnCRxIsKFFZhuqoQNghliaBIAyYfM1gWYmXXJQi3WAXsRgnHyq1Ctv1BTXXSrYvlFy8SWC6TFBwxc49bKiVvFnt0y4n3/TzTNvcGWXRs1QLWm7DOjC9m1pncAavZ0Hi0WWHw4+h2VIxuRyRJoITdFBydhbfAVwp/unF5wT14kI0HzmwSpffKyS15rIRHdLB4TEEeCnWUu5lsHXFFOtc89W8HRZLRK2KCJaDKO7KFfWtQgtsxXLUVPdLVNnJU36JJJFJmP24gKLa20QQqGFJoo0vtK8/voeb7nF50N3OARRcpWnckUKjHEIdBpoivwDZ1du/jxj7ZSxk9eyYFPnUl+m7J6MtDCF+M2M4MqMAD0jlfRwJVo/rTfff0zSCXYwtaPy+Q1bKrODMED93u/9Lm/95ltXSyW5Ot0Iv2eyfJbtMxG1SjQUZBTH8iqVglFktdhrut5VysLDr+XsXOiIL/jcL/n8K4A7Ze40oeM4IbHUfPrLZf5/7xvj+Hk/b2KQdpafHQUhKCkoSTvIx0kclLQ8NgV9/nnz3SYyy1QU5iWK4tTbfPhRcaZ5OoYu3bkiHXmW2agjPxc3lxr15IfLJtJgeLRzhkIwl9t1E3XNxReEnJ5XHD7loE3xis3/Z51q4zTTmQUVxStZULhGh5ey4vVc+NGseRz+N4Z4oJCeLw4QCmNDbwBLLcFiExZWArZs2U61OvZvX9h/5JFXvOIVdo+ebRsWcVwfJ57nXHeOrnao+ooqdQZheYiphNCFg6uHJMqQ9h4tqCrIk3zr54LuTn6vMhbXQyz+lcCdM7fNVrpuzPFFyQc+WeXgUR+qKWNbzZ3Zgkmv5dAQn3UCyryKcESaFOQKL1X3/TXe0tqTdPBj0TIsSpNi570c6fqJhUCYJMhMx01IgzAKbUwiW6yrEg0M+3ZH/ODb2jz2nMeJhQK4pch2HTRSrcvkKVMjcumiEieEdHZldoBMIbOZM3V6wRXlyVCrZDHWSc4JIhXM9tg0B4YOEZVKzCAecG65TeV0m0EQAMkmVNt378KtVnj2WIv//JFDxPhccwHcvE/hqHS75mKgOToTZBTgo5KlKEFYJy2vGXZPcntwNMBUKi5cACm4rd8thR3cs9wW/O6H6tz7VDLyONXcaVJHSKQAFytN8omshSbnrxJgppIlJSv73MqCEWL7iqAeSuqQ+97DgedwZlMncwGLgWcG7ESyCGGDTam1lTDCZjhBIYQmFhq6mldfPeBffF+LX/2TBiu9AuvKBKFaYKQk1MOBhZEgtMm88KIGN4kuz/R30mRhtBkCdzpaQibfNXVUUpdq6JibHPAWG3ZUxNYNkuuvCLj6whZa9+k6U8TupWDaOcDd6mZg310PP/nwb4x5G3/G6JCw63J+0WHDhKHsjQB0HabOLlZR2EA2ZeYsYFvPHiwwtRgJKpUuBJ55rUnG3qroe9s6k740/OEna7z/EzXasbOOa5LO7ku2/ZAFYI8ElnlTAIV69+HhNevVnqR24ddC6Ca5Eorp+lHAj3b6yIInro1I6jtSYFvmljJncSlNpsNt9k8RCwOxoeaG/Ng72swtSX7vQ2P00qUp6zsDjINGEZIye3IRSoGrbTInTQrZupUEkalezlg60eZFcBe98QKIRZINFTI/3tKQbvmJBDxHMD3hUpUenWaJek0xUx38RuPqy+/qnz8OJJnXX/7l/4bnV0JP6gunx/jWTROGLRsc6lUo+fk+N8U5JMVO9yHAZil9PaRf1yt5zeXHaGo+BXch0FQxSqSBZGoF2p+dRIPjap474vGfPjjGqXnfpuJFIR2vLMgdCSVp29Fs5jLX3mvmjhdLFFINLfLX8n1qCkP6C3rbDiqVw78b1dfFFSMraSgs12u0+HDDRf66WGdVtc/zlcYU5JW9ikpuzIZxzQPPu8wtqCSVX7xiE2YmveeavNiSl44OSS/a4b/Pn6zZLrDwWPxhaBXL/jYnk7TpqN2XLKw4NHtjNLvuh04+98CD3/rmt+QMDvCd7/hmXLfE4f0Pcv70Y1TKTlZUNpqMyZk6P1CiwHaj+5aLIYlTAPaIH56zea65bQfPCHOnqfi01kRGKFfz7FGXn/yNcZ477GNcRZaplIo8JU8+Y3CEvTPpkd1zFsqSO0PnfXTGx3AM9tVUilnzpHhCc6nCGpkisrOfDw0Sic5On0u0MYgklS8EwywuJCJl8kBz+QUh7/2ZVX7sPwk7D90jZ/CCu6KRQ0yeFUIlssRJqRYSV2VYsuQSRWQltHnCZ1iSDK2SJtk6S4psVn0YGzqDiNnlGGNi3vCaS3nlbbfS6/Wz45kBfOuWCq5XJWj1aS3NUiqVqHhlOj2/0CiaswKsA3BhWF+XF6WJyS6A3AcvpOQLAC9ag7kdmANbyQgpQhw3pm0Ef/CpKk+/6BOndmAmTdI+y0SaFHR3sda7WMM+ei/KkFyODdOTGEJ4znxfHeFF5yChpZGCq9GacW1IhsvbxgApcstQCJEAWyCFJDbGlsMKkaXwY6ESQrKXkooNV1884J+9rcPP/o5LO8IepLTSMC12kg4aSZCVEyT1KEPZTJGNnLB2nhhKAKWvy4SRZZKizzV29s9l4M5WHWPPUZxYhO0BlMoBse6zEiic0gQi7q4FeLlmAHHk1LI6+nufqu4Zrwz47tdCrSSybhmZLXV50c2Q/kwBzloWLzon6weXegjoGYPLQo13gbltMifC9WK6MXzgU1U+9sUqA1kAt1SZ7iYJWmytd2L7jbJ3EdBJfDHkdyf0/lL1KEW4rx3f9hIYL3jfuQ+ezx2xtU7FHe6GRxznNSm2Sz5l8CKLk2Y3jQVSnGyCqVE5KcUaTxje+dou+086fOCTNTphwgY6+e6G5LmDoRB4JoGmkQKnUJxlkuNrkkAz1ehFxrYMXmiCNqn7MnQ9DLmSuUQUbJgwvPP1TXZuMcxH4miz5x8Jo0H2Z2nNDL/8y7/HBZe84Wh/ML2h1wpuC7sxtUqV8bqm7MW4ri742BTqUVLtmL5e3FqvuI9ksVhqPQ3+tYNbJfXdjhPTCeFPPlPlP72/wdyyZ+eAJDUm1vdOOnWEwJM2aefJfM63M+TJF0uCh71olXjeQyOdh7R2QYfLXI+nW7Ksq8GLF9WIJs+0dyGoXePkSBhOto1cdOnqWlxlUxnJ8P6VKa82ajHXXhrS6kpeOKpsEkgMA624XOk0kZ/W4Yjh/9kMXeMpNY8sYEMae3j3vuKKlW95bn9f8mD3JpeJSpWxsYu45MJ9v+/Gx//4yiuuW8vgAFunXTy/9NnLd3tvDWbKV81MhdQqIdVSgEyWHDu+t5jdHF26C+l4ClWDYvh5Cmwhkh0LpE6qDL8auAvyxNf87ZcqvPv9dWZXHItaUawSzNlbpdIkbUoekR/r1Z4MBTOF5UqMLl/ZMVg7WmxIs4uCFBmtsiqweTHzWdjRMg+6Um1bbN1K3RVGpmIZaZd6YxL3xZbWxsIgtARhiLUdziaEIQxg03jE//sjTZZagg/fXoNSqsVTCh1hckSyS3giV2QabBpUxvJrJcuQXZj8zsoSkcmT4vfWJpcm6SiLM/MxsfYYCP/pmR1jn+32ekPHdAjg3/T61/G5Km96jAAANqNJREFUT/zqA7s3i8d9ObhqurHCWK2HlIZOzyUIHYLIIYplNhTSFFiCNbqbIY09DPC1rG2fF1LvGbgTPS5yeaJKMUfOuvzF7VXOz3u2K14Wge0wKk3Sgqo0qZP1fsp15Enxok2+oyxk88QaoOfQHpZtOeEViHKNQ1AkjKGKwuL/l1YYQg5u8mpDLZK53AaEljYpl1mJVqaQfBcSkKMTb0SoRKcbokCzaSrm+765y0PPeBw9K8BPr1BRCD5zkEdJ4Jk6MCZpXMiKPJIpt6ZwcNJxE2lgb0xuF2beN3kdThTDIBZ0I0Gzb8/f5IphpWuIZevx5w5/9oE//N1ffGmAA8xsmkIIyZHjJ5nrLFMpx4yVYy7eplhuNjIG10mRxdogMwVIXkBVbGoQiVQZDS6zgFKsB+60iCpGyRDHizl61uX/++8N7n6iZD0/WQT1Op63KPZZjgaRazOXaxM8a/3vNXqc/5mbPZ45sEd0dsZiiU5N9bkWSc2TyTKaQgxnOO3P+fNY2/Au7VoXhqQNzAajYBD9iNde2+dXfrLJf3zvGMfOezYzlurxoccc5IbktazoKtHiMl2RLLNL7CayGchNHssOHU9B1lwca0E3lCx0Q/ZtX2WsHOO5ki1TU2zfsQWt17b9rAF4ZeMbcV0n+NRHlnniOU2l5NCoDfjnb1/hql3QNTlzU9B0o6y91jUpBJSi+HPREvxq4I5wXM2JeZdf/IMxPnZX5f/f3nnHSXKWd/77vhW6Ok/cndmZzUHaXeUsIS0gDAgRjxPpjC/4kI8DfIDv8IExHNgnDPgMDhzYYLKx4UAcQQgLEBYoIyGhtJJWm7V5d9LOdKzw3h+V3qruWQUDK/C9n09Pd1dXd1fX/N6nfs/vCS9dYYbNMegFd0xNsstu94I6y21VBsiJkdYBLbK53tn0DfH0gZ5PuMpZb52TJjQE1UNRAhX2AYxVFhGIyOmVIYBFRF0CFfYsSfQMIzkIH0XBVLzqeS38AN7zv+vsPSoWB7kwUNIgzmDKqifRChbJp2vGMaIwcTFDbL3jsL5O+YVQuD4867QGb3lJQL1kY9sdhpbUGV71vK5SHu95xxMAXFqjjI5Vf/9ZZ566US3MPNugw9KRIhY2jVYHzw/TMMPQaugxp2H5KOFH07RTebGfehKgS4JZcPuRVdfAbfrsPWrwzo/V+PqNJboyWnqth3OHOScystxJC4g4gSojB6qM1e6RBHNWOjG2uUmQ9aWeYl6KDl7y9CWlIWjh+h6gRyF8EYQKjtKseBrxjEFOpKrIxGQKFSCiXJXYaHk+WHi89vktTAPe9Vd19h6zw3mgKyv6BMVILHkaiVVJam2iakS/SyqirMMQ9DFdiVWU2D8S0cfUCwGyXeb+RwYZHpAsGXYYXnbej4YHV/0+zPSc2h6Ar19Z48Ybfzi/bkV1mz9fvLRsd42x4Q6jg62wI1LXDMO/IqyJNHMWPCMHRrxbf54FtdLA7Uc0JgZ3em8ID2n4HJyRvPvjNb7+gxJdQwN3fNMSqkRESSxBrr9JrySYOpUqA+wU8DklIwG06LHuT9No65FtMpVtmSBQdNnXwvdhHkoW6HrgJ7HiKktT9O1BICMOTgRJI/xQDDwUJj5XPa+F5wv++1/VOTRDeDIT2TA6wAT0Br4UdOPjjqlIBHLiySkilSUuLo6eGzH5jv4XZrTEomkIOr5i37Tkh/cGjNQU61ba/tiq+rajt940/6xLn/vEAI8/VKjjbzptQ/d83z1ylhe0+P7PLEZKFQbKRYqOT7HgRQvFhuBO6ixlEM06jZrotCQTxYzAbfiRjJgFdxylFEaAb8HffrvC175XjsCtB3GyuSaJaiJDzdvUKEm2iEGz3uTA3ueWsc4Z3zK3RHVio07My/PGr68VR7fU+QadWX08BHukQKgY1FrOSlQ0KWMLHujHqhDRWiVCKQjipkAqAorPq17QZNtukw99tppQkQxViUEugCALcjSQByL8v6S/P7XmSe8TrbbAkIqiFfYgXLlcUR88zv3bJHtmbQqDIw8cnDr+prHhWt9z3Bfgl19+Od/89md9L1itbrxjNz/bVmNuqsIFG2wu3GwyNqwo2CKhJrHqkZEERc6S9wN3LAdmwB1kwG0YAViK799W5CvfL9GR/ehISksQYdqmJfUyNI1/k+9Upcmb/YCNyFIWDbhJDkaPhegFcF9053bQazFjM57QEQ30SVMgclQmfhwlQCWZhpqjGVMZNAsuIjkxVlQC7WfE+SoECtv3ec3zm9z9iMn3bi+mGnce5Amoe0GehPGJOmUlvytKxIo+x4+LJCLn07ZgpG5w4WmS8zcZHL5wlvv3mKxde4GSctq/9LKXP3mAA1y+ZQvtTusrj+58aMNNtwXls1YJlo0YSXJVvJhT3GBeRspINpVWJWAWi4FbLm65DTNAmorrbi3y+39V5+FdhZ4+ggnYZZZ3J2vqCL1SRyXry+tpr4vXWtLHwSR1fkR2Hx3oT9rZjOW/PPY12TBTfByBO7bWCS3JWfY4sil0dQUR0jcVRLJh9iojhMKPvlhEV4S4uDh2Ck9b4/KRt83xDgnX31pKQ4VPAeRCAzmkEzhsAhHmzAQiavEmwAqIOgco9h0xKNjDnLFOMFgf4bxzrsQ0C4ue3kUBXq2vVdd+49q/HB85702bJu8sTywtsGRIMFh1qRRdio6LY3tpIlRszbRwvXhCcGtBnQy4w0Y+0lJ86+Yif/C/6zy8uxBWw0vzhNZblwRNoTeuz1b596uK6YkE5gCdcShFqolrqA6fqvQ5+X00EGfuVfa5Dv5eFUX1gj5PVeLml5EVJw7jByGQhAyLIxKLHjuhyIhlxEeSNIgIf0ZHsXGlx4fechwp4LqbS+nxPk1LjgpVFBH5ogKBL0IrHrddMaTCXvA5MuNhWRaGrHHa5gvmSqWBjxlmYdGL5aIAB1i/7kwWFubZu+NRRuotJpe4LB1qUSu3sC0PIeKSWDKnJAF6AnKVcyizLSB6wG36CBO+dUsI7od2FsL4ukwrclJJMAI8YUAnS00iOoLOs/PURKMn9NG+0fcTGWse/26h3+edzROAu2e73gif7C3cIVvVo+8XJJf0PNg1K55/HIS/iSDUMIJ+iayRNh5EjToBRNfjtNUuH3jzcRTwnVv6gTx/WTLwCUEuCPV7fR+hhTPjaK5CoFyQHSi2FY22wvW9sK7UrnPZ2Po5wzv0D0NDaxbF8AkBPjY21pk+2njjpRcs/art31euVRq03BZtv4tT9KkWDVzPwvdDeSlQOZBDoqIkN5la8FAL97PSoOGDCdff5vCuv6qzdXcM7nyGoM7Fw/wOPVqZad4TU5NMXnWf3I5+VEXbnkkug6yFz4P6aciEGfDrkct81DKRCtNOVzFf1QNBsQ4dgzlARvGXIOLdhOF6GUR0JkrOCrOjQiElCJPOMrMtALoep69y+dDvHidQ8N3bSulvTrRxkS3fwSAAvGgXXTkSRMcP+ErQVWE6rAp8aqU2laJPyzDZdtTi0GzAxIrRxlxDvHHF6rHOiU7tCQFeLU0FQ+tX3DU2ev7xn9z6T+W/u97gpnsqBL7klBXzvP/fz7F23KftWni+At9I85XJWvGwfjOrnhiZzMAU3P94h8M7/jLi3LHllvkgjtkD7rgrrBS9Ecs0Nz0LWilS7TVLVXISYIxZbZuOZxLAi+w2FufiGVCr7HbVZ5+w8ftieeJkeHkQ8ejkOTGvjp3KGPSpA+oHacqgIMz91n+LLtgLFLiwaaXLn/6X4ygl+P4dxaidAxqwo0+I0m7DiGdkgJRI+qVA2ArRU4J2AN0AlOdz6sQ01/yHKU6ZNHB9wQ/uKfCd2we45NJLjw+Prrxr6/bpPl0LnyTAneIIUDr2+KHuVQ/sv/ymm+58wKoVLaQl2LXfZu+RFusnPQrRP1EFAl8Zmc/Qc8SzHDyb2y2ljzLgn+52+L2P1nl0r05LYqut05OQcwuJxru1xpnJTZHJNYmBSK8sqCdT9Som+hKB8QTOOaR9AJ/f1gNyleIgU64WWem+eeG6I0m6f5q7kkY3RayTa5ZcCYEKJEFkuWMHVMpwyfDUeuenooGIFI7kB3UVm1a4fPRtc7zlf8FNdxfxBbkop4jzYqMJKvAjvp2na66Kwe1B4LJiScCaJVVmZoaRUvHsjS0uOutstzLYumrZWO1YsVQ8EYQxTvTi+9//AV73m7/NwMCENIX9ku7xx0dGKh7rJ2xe/izJhZs7VMst2l0XywLPs/F8MzpJcbmVCkvN8o174npK4SFNHyz4wV0F3vpnA2zbUwjJdJLXrYfhU7CHPRRj6x2C24zyvE2pKShx7ndcPZ+0ZdOSrWSqtqRpsFoJWZwSGz1O04RFNNdEcktrNxfb1t/BPeE99FT2Z3JkyE3O5Eqket6T0fCjB1mqlV2MNZs0FhmzCKzxBBsZ8rlws8ujew127zOSFNpeqyEgokqWiGMVJOpWJxD4XpcBe4G2K5hr1Jk+MkCrXeLYbIG55hI2nfbc7evWnvLx+bljc0NDQycEuOQJhmEYPPLQXXtKTnD1pRduYnKJyaY1go2rOrS7Ljf81OSPv1Rh9yGB75t0uhael+XjKf+O02G9kHsLD7MQgvvGuxze9pEBtu0toGJwSx3cOsBDFSDJM8lY7n4FxDlqoltvHTQxSPKcnPQ9GbDo7qX22pMeqt9TkbHUiTWHiI9H+8S3uNEl8X5RjrZu6ePMz4i6qCBeQTmMYobP0261abGETLvVBmFzfT8Itykl8X0DzzfxA4OgI9kw6fLnvzfHc89vIn0fuj4oL7r54S1K5gqiY5YiTGEumIqyqSjJgHVjDd79W0e44rxpioUOW/cGPLzLZcc+F6e2gWOz/tU3/fiuPVIaT3iKzSfaYf3aSVqtJo5TPFgumjer9qOXrVp6kHptmr+9weQL31uJIyxGyx1edEEY/ClYLjbhmpTh/yzVw+OUV9MI16jcOyO5/b4i7/tklW17Cih7sdySlHMTWVBbLuZUZtUSXUUR2uv9lZN4UvYxPGhmEtC5SeblpxizT/g1KWXJvEY+qqnp3kKLaoq0Wb4ycmpKNEFE7IjGMiJa4EfGAZ+AuDofyFbzxCNq9xA6qtExu3DKcpe/fPsc/+OTijvvK7J32g6tkBJhu2bpgZJJWq0ktOKOqXBMRd0RvPACi5dfVOeqSxf4/A+O8Jnrl9DdZXH+KVVWrFx780UXXXSw3W5TLJ6YnsATUJR4XHPNNVz976+crlbL87Xy8Vc3m/fw1Vss/s8PRxgrOZw+KRmuVShYFrYVLu0XLylimtryfdEqZ6bhYjsejx00+MAn6/zFV6rsPWKHhcJSD+Tot4h3yzS/25YqyTWJ17JMqnNESk10WpKpyBG5e71KXq+u0eiJFDp9iahH0togoiNoz+UTUxQRfU/iH+j0g/6pu+m+2tVDc5DTHP3eiapPYqF9TiYdIZ7kyXVKn3ma80i8T/RFAYwO+Tz73A5j4z6PbDeZnpGRKU1OKEJILClwZBi7K1qKqqOYGBaMDVbwgwq2UeCc9R2QDe7bFXDJBeezfs2q//bwY3tuOXX9qidlPJ7QgsdjYmICrPpd0/NHv/Gt753zim/+00EmyjYrRmHpsEW1JPH8IMo2jAshNMdSxKVmIbi3H5S8/2/qXPuDMu3A1BzK2Fpr1Tk5cFvaTU+iSgI6aLw1z2VllrL0DfLQ53F8IjQuoxGUDD1J+nxkjHHWqifWVzfTyQeQOpciZ8V1y01eOowlw8ihFOQUFpUEfQRxkFKkkcsgLKmLHVQCiZRBFAiKPEbdqsfV9sqPFJLo1hUsHfR4/YuaFCx4/8fr7DgowHEjSx6l1iqRpK4YIupFb4Tr7ew5aOF6NVYsNfhXF01z/umT1MfWfmNsfMNd9fbMk4Xtkwe4sCe57tYDe5Yvf85bj05tN1aPLLx0pNJldMhidNBksKYoFtKFWdO8k3hJkdByFwoeOw4avO9valx7Y5m2NMMIZZzPLWX0WD4BuPVV0LKNPvPLqcQh+fy2Xs07a12hzz4a+OPXdfKeAv3J0xQ9mhmDl9w2YgqSATVpQESp/mpLBuQiLZaAZI2bBNAQyYoh2EMQh6sIB0F0iekBeXiv4jJGFTUFbQlsy+dVz21CoHjf39TZeagYXnqFAYGBJySuCuVBX0UVO13F3LyHaQiCwKDTLbF6wuHcU8e/PXnqOW+FPXuF2PCkz+2Toijx+PvP/Bmve+WVc+efPnk67sxlBvMsG7UYHQwYqrrUyh4lp4tjexTscKlsy/SwzS622cUpddl9TPLeT9T52g+qdOJiBWFpDmW6Zk4SuewD7rgxpk5NklI0/fFilETkKIvQKUeskGiKSaSUpO9PaUgP/ZDp6nSpiiIyVCAfTMo4sfF2mcrJPf5CJOtlqYe+IrXKTLjshFa5CRxHLVP/IaUrWac644vok1Of/lHPNhWEeN641mV02OOeBy3m5iKpKjJgUkosmZYSCsIuXCEbELTainJ9NZOrtnz92NHDXx8eOeOpQPbJW/B4rF8zztjY+Idmp/auOXpg/jUla4rBqkfJ8bCtsPFlwQqXyrYMD8t0sSwXJV1ue8DiE/+3wldvrNKVcTP6PjklxNY7PLv9wG2KcHam/FprAUE290Ro23r/2Vnr3c9ix//OFBQ5EOQeo3LP8yPnSMZf0BOeV6FmLWLrHHGOjGUWYnGnM7OvHgCSqCAgTCAMBWkpSUrDQkEcpAwydAUZoAIZXmRRUVvkkJbIaOmzxIIrP7x3Jabp8erL2+DP8vGvV7n3Meh4EiUMOp5NU0isqJGrF0CjC8dbAccbbdasGMYpr/jKshVnfejgwQNPFa5PTdWKx20334gvl5ZK7pdvsMXeS12/TakQYBkmvi+xLA/b7uJYbRynjS/bfOm7Bd77qQFmGwVcYSVt1JJbvOqXSJuPiGiym8TBHNXbLFPrb5Lo25rmrU+A/JKI/ax3dh+xyHOR0iCtdUTmsRBpO4ncayI+pugzjPzVRW+BFz9PrkR6mzytLV60zci8HpBZBj1XRphdB0krVpFpH5wwSzTbMzJNhw60feLs0SB9TWqpGIaPki7zDfjDvx3gS9fXaVAGu4ht2tRNRdEMS9Kk6VMsBBiBwRlrl9xyzX996Qt37DnafNGLXvCUsfqULTjAJZc9j8MHbm8qdWX3J3d9ir++VnHhqQGv/w0Xw7AxDB/bdCmV2ri0+cL1Dn/4qUFmm8WkN3dGGclEGVKrnbR6IAre9AF3b8Gw0qx4CqKeS7X+WLfe9FpwXa3QzUJKCbRmm09RIoxHJqkq3pax1JpDKuLX81Y64tlC9VrxgIRvp/sqrcEmkdWO02tJOLiUhAW90fMwdwWEDN+oApGAPWxaHzXfVwECAykVfuBjSIPBcpcPXD2HKQI+fx002gK3aNCWBpYPnvD5D79xjHPWN/ju3cv5d69+UXf/XPC0wP20AQ7QNU4jCIKf3L3nZRe3Fm4ubn3MZ+uaNusmmxSdFsVCmz1TLtfdWuJPPj/EbLMElq2BW0aXepG5jsTAjIFsirCOz1gE3Jl8E3Sg64BVuee9ykn83ZmooOZsplw015+wD57FItv7ojoCmxBElERzGpNtKVADjbKkKomefKVlGap8MpZKaIiQaQApTceNkroiP1LE/mQfkCcV+EmPeKmtxKBlIgoQftwOxMAPTGpOl/f/9gIFU/HtWwK2zxgERgmnoDh9mWDz+AhjtVH+7O0XtoaWr/6JiFvK/jIBvnxplcZC491v/c3L1MrS429/fO9ux3WLQJNKsc292z3++HMD/OjBOp3AgUIBIU2kDJeOjlWN2CDF96F7ko1KxgDPRCrJB24iNYVe8OaLV/PWG/215GKid03Nvof8dtAvPkkjm3ifJ8B37xPtpChB0psvkQ+FBmrtPVkrngsIBSRLoSA0UAttH9LELJncqygdN+ySG4S9KrQKNZnGVaNLjP4zkvMkzERR832TUqHLH72hxQsudnnf5wJ+us2EokVBwP2PFWiLte2zt7z4zz23+Id24YkDOouNp6Si5McHPvAB9frXXHpzpWQbUrgXTwwdNSbHpnlgT5s/+PQQN/1sBF9WkAUH07RwTEnJgJIBjhGujRMmSYlM/rYelewHbiFSaTBVQlSGX/e0RYuttsa9U8UjS2fipUlEjp/rqkkc8AmDNHGAJ349G/jJ0qD+gZ6YluUVk8Wd4vSKArnP73lv6hT3TNCeK1T8Wrb5UTzy+yfzM5ppKgrv+4FBEEi8wAhD+kEU5g8M/MDA900MabJuMmDDRJute2D3EYeiJdi0dml3cHjiQ4/tOvTH55692fvnYPRpW/B4NBp+NxCTHzxj47Fup7HwRx/7ViCvv3sZj+yuUq0ZBEJiAI6hKMQ9uCNZylcCLwg9Z1+lK4rFVrxfDWUG3D0dqVJKn4JI9acuMaDoo3vHuSX5f2hGhku3xa+jAwZOaL1TYGhg0Yh4Sk90vTtVTnSOEi/p16OkCK2kTSRpIGFlD6lqkigo0QGFZWMio3MnFlsR2uyYxqh4cikN5NFyhlEKbriArAj/h0aAKcPIdqdrIxplNq/w+fDVTb595wFue3AycM2RP9q0ZvQjuw7Mdp/4DJ54PD2PKDd2P/Z3jA4WNv/jbQfve/M19xllq0TVgYWOoOmGOb8FQ1EwwTJUEkVzfUHXF3T8MA84Xho9Bl1a6a40XVv1sc592h7nt/fRwWNdO2/RdWufNrjXLXm6LX4shOjzelYb11WUfOFF/ioTqj8qs6/UnhuxKqQtC5OqRVmlJVVico1P8/uKIPot+SZN2uOksDxSS2Sa8x+POInL8w1cz0iS74QIUzgs08MyfYSATsem0bYpOV0MY5b7j/yGf6y9/kxbNh66+rX/+p+NzX+2BQfosoHScOWxYnnZm9786vonHnngXmmbAVNNl7t3GwglKVmKkg2WGa1z6Avabhg6dqPE4MylUAN3GorvbbGW72XSXwHJcuT40h7zc936Zt5D7z36Y52nw6K8u68lzydVaUpJnsPqWnZc5R5E3DzlzNkqHyWyRcoxx04+L74iBKCMyPkkNPNSSpQI0s8W6feIpOZShtWbitCZzP28QAk8X9LpmrQ7Fp4fOqa25VMsCCwjIMDlob0VZmZqFCw4+5xnB5edt/ZN+xfGH6uaTz4c/wsH+Ib1F7B166PdF11+yaeHrcdK4+XBjx6fnaVUmePB/QZup0KpAFVH4dihJet6EDSg4Qp8QuudpNUnoOpdXVl3KvPqiF7MkK+zjCfME8uBORUlAajIbMsqP4J+FIXcfj0YzweEMjREYyHkqQdJH20d9D3t3jQ1Js42DCmJ1o5CkDTmCTtiRZQmCNewDMEa3kvtuEO2ExsmleQeQWyUwgPsdC3mFmy6bqjEOAUPpQTVUodu0OQ7d9SwvIDxiSXMP1D5r2+5YMunxYGd/vjEhc8cgANs2nQKx2f3+2df8LIdVvH++el9360enW0gRJWipagVYaAsKTmSgi3wfWi6PrOz0PDDMxM6lKEsqIOy3030BXwe5Is4ZxEYM05dxL2zoO+npGj8HG0yJFiO/6b7nWjEYOmZGNFGFVXtJOBG59cqA/pUAz+xFU9rPHUlRRDErdQioS/uZZ+0RolAnlhzEeW2iLBAIi4wRyhMw0fIgMPTDo8fKeD7goKlqJQMUIJ6xUIZcPR4B0eUeO2ll8yfdubZO/bsP+Kvmlz784Llzw/gAKZVwnPb39502rlvbi6b+/M/+sTUULstWDWkGKwIhmomtYpJtSQZGfBYv2aWozcqDh+qIA0TyxAUEJn+JZJe3p1xQnMgJgf+ftYaxAknAT3vzWrfGSrSB8RPx7HRk6z07MFESk1e7w3uKH0i5BKs+llxtYi1T3R1Ug0+iKy0jMhTAFFAKJ1Q8bmJyxENw6dgdzlyCL55R4XGXMBIXVItSwa6YV9Lp1BiyZDNS7eY+M5zps8966y3Tc8c//bAIh2qnhEAL5UHATg+P/3F2pLLzcnV9oc2Lf/xaNWcZ2TAYrhuMlQXjAz4LF/S4oxTpjiy4LHz/0o6VOgKIyxBQwdxv2b1qjdCmdxyvb17QC76W3py8hq90U30bSKZKrnnTxPhMbIjYCX0QSWbEkua6NhxO7TM/npzzlw6bfxYiD4TQaVFF6SrLECcWSh6QB43+Yz3kzLsV1mwPEzZ4Xt32Xz6OzZnr3JptRSDNYt218QPTIRwqFZX8/qXXXw0KF/y31HdL65dO/nzhCPwcwZ4PGrVIaamj3/2DVdtkVU1/ScP3P/T0eG6ydIhGBnoMj7SYnLJDDOtNvunS3hKAD5KpT2mY+qRLyDuiUKSt96LOIh5J3ERxzLzGf32IUIY6evJSOiLSCYN2v4nwnVyH3Ps+DEiaS2s82/IB3xyXWeFfp+z4voEENmErPCKoTSAh9MriDTBJBNREraaiHLIY78nzEvxERImh3wGKwtsP1bHDwQdt0vXC/A9C8+3mFx99lFn8EXvCgL/swVn8BcBxX9eoOdE48Mf+hOe85xL761VCkcLlrul7swWly3psmpZg8mlx7jtkTZ/+tUBbrp/mGbLhsCP8q1kWOUhFZahosVas8lTeVCm0Uu1eJAnyREPC5V75TktsCN6k6mStNhE/kvfk02Z7b2XMfC1bZk50Y8maROol+trfsCi91qeTD//QkRXOyF6jEXy3ZkJqh20XighIonRCDAND9t0KdgeYDE6YLJxdYvphse9Ox18N2wb57o+y5Ytnx4cnnzHnr2Pf3bDKZt/UTD8+ejgJxo3fPdaacrua6v2jr82vG3VZrfBd+7y+d5PB9l/qELFkYwubdBcmOOhXVUoVhi0BTUrrNGzjKxSkp789B+SV1V6swKzmnW/rMEM4HOgln1ALDWgZ/LA6Q/wZDLK/vw/I3/K7LaMBp58t8rsl1+Mt1fj7vNapGmnyznqhSPpggagcsBP10M1DR/b8nDsLkWnRbWywNbdMDM3yPhgjWq5w+NHm9xwr+S7d4ywMGty8Vkr5y89Z8Uby0Xry6977auCpwSopzh+IRRFH2esnwuUcL5iiSFvamrs8x//0mPON28ZZ/mAyfmrYOmQwZbzJEuHG7zv8wE/3VXCkga2obDNOPKZfl6SUUferqSOZUbC04zQovQmAzbRQ33yYEzoR/SCPvnylrqfBemRB+mTIq6pKzGdiOW4RLOOoo49tERPtopVlURdUYnerpfECW3/hFVriTAJZQkgTj8U0QKvUih8U2LKgLsfFbznc+OMl2o858wi4yMBy0YW+J0rpqkWj3DHI+e3K4MTb5hql6/ddaz9CwU3/BIAPr7ut2kd/GvfGatee9+O5X7BqfzduuHDzopRGB20WDFmsmzIZvMai+df0Ob+XVA0FUVL4ZhgGCn/DKI0zkxJl86XoxEDVGpWJyP5kQV0ilVNLenzOHUys5f1+EsS+qCPp3CNTIFGckx6U84gCndnMgnJO5c5Tq4DP/4gLSUg6YZFeAWMz7Ui6gKrsscXaKvsAXhGeLCGEaCQ3PATh589VseYNNm2R9DuFmi0DeabBhdsWtKuD428/iPfWPWNF8h9/sfe97pfNPx+cRxcH9f82XUML79KHSmue2TcFI9OjFgvFkHDGh6wGBtWjI+26HjzvPcLVYKgwmhRUXWgWFDYZrpkXCJ7af/4vLXVaUlCJfIh9xwnzydV6ZREpy8iz8eFyFj0mJ9nHE1touhqy2KBoawzm92O/lrGme3Dv3se65p+Lx+PYwLp+cm2wg6teByCl3RdSTcJw4fNOy3TZ+1kk+/eVcUMTEqFcAXmrisplNc0a/UV/+6V/0pce9mameA/vv63fhnQ+8Vb8Hj8lzf8Jn//919Wq9ZPf/XYkglz337jE3Mzh+uVkstgtcWBWZdGu8JwEQZKAdWioGCFYO64oLoqbBlGehmOR74QIK+E9AMC6GDMAbGfQ5YDdXZkVRP9++LjSY41R096npNacP3tad8UPSCjyX8CenRuoSVqxVZc9EnMyp2++DtTDk7yIYowh6jVMem4oaZdsA18X2BZPiWnxUitwaHDRSaaPh3XpFgZnwvkkv/811945Ktt9yxecMUrf1mw++VY8Hhce+3XeOVV/5bp+cqD5Ur9wOSyJVtGqkdLg7W9/OnXqhw8VGfFgGKkJhmsGtQqJsWCgR9VW3c98IIwAzHJNSYFYBIc0py1nl4mGUeut8eJ7jzmE6RSkGcdyQzwcxMERM9EySsmeXrVw8fjfURmDmdVlryvQM7ZJT2W/DHm5dekDE6mqlRcSagCQdczmFuwOTZnstA06HbDVFghJLWSYrS+wPV3WqwYH+GK5541tfnUZW9bPl7+UqVa4pX/+jW/TMj98ix4PF780n8DQHNh9gtCWub8UeeD/3Dd4dGHthusGIClg5LhegjuSlFSdnx2HvTYNyVou1GLgQjgUoS9CIXGKfVL/wmdRfoDLdOGLXfrBXeqzsTIy1ee97PiyYijk5oVjwM7+T7y2ZX7ciuvkdW2yVT3pE06E96et/Ra4874QWwETCNInFsZraChCHhoWrJzHxQdqBQNGm0LzxcYss7GyQ6//TLBqjVbjl555bPe2XXdLwwPDf6yoQacBIDHo1QZYG5+/jPO8OXCLRb+ZLx+0+iQM8+yEYeRqM/KYNXjlJVzWNvafP/+OoYvcX3oBBJDKCypwFQZlUWQB3Yuh5t+gO8Fu8xZ5n5tH+J0WJ3mJMeh06VFzkG/zMHk/erEICdWUeKyMs3xDFQYINMdyhjwEK/ToyknuUgmpAv2mqYXLacOnh9ybsvs8MDjbe5+sM7GCUG9IlloWbQ7Bp2uzekbVvCeNz7rqD14ybsg+Ey1enLADScR4AD1apWZuean/+3LLvFOGbM/+vCDdw5aYoaRusdIvcuSoSZ2YYqH9hQRSlAvKZq+4uiMT+CbDDgCUwKR0pJ3Nvu2guhjvSG7Pdsxtv+9brnzTlz0iX24ujb0sLwgjU7mdlsM5Ann1kLxgVIRyPNyYGqxkzB/3FUqArtMFraKyEwEcNv0KZfaBMrl4NE6nW6Jatlj46oFbnrAZuvBEhN1n4WmT7NlUiyPUV160YxdP/cdUhifN8wSJ3OcVIADDNZLBL77xcuffd50QUyvHag0P0zz+9ZwvcnIQJtP3WDxgzvrTFQF6ycMzt7UZNvhKT71j0PMuyVKZnxJ1YoD9ABIDPbo+/KSIuTkxEWDNJpFl9krgw5mEX1QDus9Q8N3mkiVy0WJ3xYXDcs4fTX+I7UPi+U+rXpHJB+qSX8RfQlrK9P+4X4Q/8ZojXkFQioKtouUC3zuBofde0qcs67MhhWSF53XZtehGT51vcXRecVwEf7jVee6w0PO74+tOG+HT/E7lnnS4XXyAQ4gDSs4dnjbt5//vCvsnXvva97/cOvjOx+7XSwb7sjrb69SlBYrRiWrJ2xOX93mjPVdvnVHkyPT5cQpMoze6GSmiaZmaeORteBZ7i01cOt0Rcp4v1xPQo2Doz1/MkMHeZJQFb8Wg5t0HR4pteAOmt6t3RD0KDKhji2iKhwRrb0T/QaVVuL4AXiBRClBwfI5Mufx9ZsHsF2bgSIU7CKDtSovufAYtz3cZOPKavCKy09XY0s3vGX9qs2f27N3f/esM0492bACniEABxhZuoGb73mgWykv/eKeue5Nl6zsvOrh3Xv/5+zsFGP1sMHn8IDCMgOkCbaZ9pUumCpcgE2m1lpv7iNkFtjxSDhnDGpEBti6kiJkb/s1SHm3eAqA7jeSRKv4kETqcEJqxUVMwuMXoiaY8fqWYY62OuH3hH1MwgkV595LEU4gT0WrPGBgmWGBsOtJOq5E+DA163FoqsDBYyWKJZsrLx7Dste+9zVXjH91wR983Pe2dyeXn3sSkZQdzxiAA1x2zukArX2PfnnbxIbTP3j7trp9yVnH3u0tHDJGBxQjdZdqucX+aQ/PsxkoQKWgKDthApUfpI5SatlFmqQfOVNJKFS7yygsMci1TlZZgKdqS/xdQIJO9WR+7CJD7xMeh+kzjnMEbiUJF02FKLOPdPEplU6O8OqSpjHEhcZx5iBJIC38Yi8Q+K5B1w35z0LTwRQ2tUqHI4fKTB33KR/tMjxQ5uwzzvdf8dzBay563Ys/WCz+xP+D3914siHUM36pOviTHR/52NeoT75Uvf3qf3PTt679h8LSYXlB2ZoxR+pzVMpTfOaGAvc8PMSqIcVQVTBYkTi2oNWFrhtabtsU2JbANgWmESJQRVwTQoCmFEZG2q9AGgIjstqGkbZgSyOhaWPNbHZhOlv6athktWl9e3hwGqWIN6nsfZa7pA9lNDsTaiVFGImMfp/e3i1QAs+TuJ7Ajyy5aShsK8AyA3xfMj1n0eyYUZW8YHLUA9HkRw+UcAyL0aEaZ519UeeiZ738T9esu/Q92287R738Ja8+2bDpO55RFlwfv3f1VRw/Pk+56L974JItcubo5MXH9n5V7ptZuPh7d0lzcgCGqzBcMxgZsBiq+dy5zeXgrMFwWVEWYFuCYkFiSEGzHdDq+rheCALLzCoGIlo3JgkEGRGwpUyDPWi8Pck9CUei42gdqeLRL7kq/zytrlHZK4DKTgxB1roDycpmQoRKShBr29EvlEJhmVHWoCtpNAWNtsAwws8qWCH1G6o12XFA8uDOAQaqku6AjRBQsGps2dTix6eZXtAZuf11r31JsPmUNbfPL/jvbjQWKJcrJxsui45nLMABarVq/PBd2x/5WybXrasefWTVJy/cPPfqzuxBWbI6jAxYTCwxOOeUBoeac9yzY4CBosQ0Q3DXKxa1smDqeJddh0MKUy6ElCa8jOurLoSPDZm9pev4pFZSDyYl/bfJZjtmgk8q+554c373lGKoZNKEk0ql0iRZgMfPZUxdMs6mwjCgYPmUHY8An10HihydtamXw/5gxUJYalavLLD9CNzyYJnz1gWgTKSQFAqDrFyxMnjNC8e/dmCm/Dtbtz8wv+WSc042PJ7UeEYDXB/rTn0DWx/eOb9mtfO7b3zdge13/OSe00war1iYfZzBasDYSINKsYNS4SW5YAnKRZPBmsHyJT5nb5xh56xgx65K6Jxaood360lXhhQYhoxoSjaELnRlJtoeKMDXuL6WLxOrLHpUMx+cCjXp8L2hLxFVqmtFCXFjy0jwC7m0FOF6AbG6ErVoC5LjCBtjFqyAerXFI48vcOO9AwwWIRg1MQyDsiOT9XgabZ+Ds4pjs10M6bNyxVpqQ+VvDC4768GXblz2F67bnh8YXn2y4fCkx68MwAE2bVwDcOzA/n3vOev0V63cuXM7B/fveIXt3UOzPcW2g0UKVsjHiwWDSkkyWA0Yrne4YPMsP3qswNbtlbDPngilRTPi3GnkMXzNNMKrgClTaxmnnMrIgZUGST6274MbO30Kggik4Uem8iJo2Yzp7onDGCiFHyh8Pwi/CxK/AHTrHC0UFckgcXeqWDb0A4HwwTdCkBtSYZkuW3d73PmI4IJ1PpUiOAVJtSRpdQw6boFVS6ZAztEOxjjn3NM5deMp31i/bv3bGo3GnnJt/GRD4CmPXymAx2PZxCTT0zN71q479R21ivPFqjPx1m/9aGzLXdt3UhQetaJFuWRQKQqqZY/RoRbb9inueMBBKIFlBlimpGCFN0RoNePwtZQC0xQ4dtijH8D1wfOIAiDh5LCiggwFuJ7A80OFwg8UfhAkFjxJRSVdVCqWNCG19EG0JKDrBrheiHgpBRapFh9OpgA3agNmGQKBkTjScVs8zwPPlygCbDPsICaQXHy6y7fv6nJ4zmGw4lMp+cw3TeYWTBYaghde4DC+fDNddemPVy0r/8WG9avvd11vz8TkxMn+tz+t8SsJcIChMHlnexCo7ULw4FS3Pf6u/3Th3xze/ei66QMPG8VC6DyVHZ+BSput+30OHrUpmVC0BSVHUCkbOAWDTifgeMOLnLHQ2tpWmI9eLISAOd6QtNpRcr+MaRAU7DBPo92RtDrgegGer9LgS0QnTGTY0NOMrhym1jFKpdHXTheabZ9ON2yjVrAkRhTCNM0wXbXdgYWGFzqAdtit17IMpAh/s5QwuyBodaDkSAwBRcek07VZNmwwXO/w6JSi2Va0Oz7zDcnRWZvTTtviL109sf3Fpy78J5yLDwLbnuqSiM+08SsL8HjI0Axu23Vgdpvv+y88NOlMlEvnfe2H/3RLreYcKldL8/iqzTduKdJp2ywfVlSKgkrJZLBmMTEasONAlwd3B4xUDRxbJeCtlAKGa+FqFT991OTQlMFAJQyAmEa46Fa17FOvuEwdh0f2WrTbIb8H8HxFoMKkf4isrRCYZgjEULsHL2p8VC2FofHtBzzm5qFeAlUkmnRQLAgGqgF7A4+H9wY4pmKoCqbh4wShv1ApB4wONDmyVbHrgMP4iIUUEsc2mT7usHzM4WWXNPlfe3xmG7BqosR5Z080zjxry3FDdq+SzsT+QMo9xq84sOPxKw/weKxeNoBSas/ayaHHj03Pb37+5eqiejn4lNfc6uHePnS81awOFyVDFUW5aFApGQxWYc2yFvvnjrNvpkjJkqhaaE0dW1EtBYyNNBHGNDuPlDlwuE7RgkpJYhpQLAQMVrqsGJ/haMPlgd0jLKlYjAwYWKag0Q5otgNsKzzGgh1a04IVfrZtKRotydyCwDJhsOqzdvk8t2xz2X60wtoRgWkonELoaDoFWD3eRhZm+e69BQpBAdsKKNgyyiVRlIs+y5bMsHC/ZNchi5INBcvGtgSGYVGrVBmpStauGJq/4qLTprdcuMEcqsurV61aeYe0qnMqUIGMS6h+Dcavzy8h1opFYInGzMoVy24olasbugevXTuw/M3XnHf65Q9dcNrYz9auHG6PDFUoWFB2fOqVNo7dwQ9iqhAGiBxbUSl6DFab/Gynxy0PWIAKuW+ko5ccn+GBFi1vge/+RHJkJszUti3J0mGDgbrLvmmf2fmAdjfADxTSCKnPYM1jcsk8MwstDk35dN2Q0owNBbzkojlMp8OR44JWR+H5oWdpGeF3P/v0BmeuX2CqAY2WouMGuG5AEERdwIyA413F1ELAfNOj2fbwVIlGd6i94K7+2TlnPP+hv3zvb13zzj++bm2tVt1QH1x2w/7DCzNCiF8rcMOvkQXXx8DQOITKW/PQoR1Iw/ywIc0PP3/L6cbwYOXjzWZrw9TRfZc68qBh2XMIUxCoAFMqbDvsnViwfZyCR6nYphso2l0bM3LgDAm2pSg5HpVim7u2B9z2UJlhW2KZUHIEy5f4XHz2DI8dK3D4QIVyMQKgDKnNksE2j09N883baqwcllRKBbqeoNWxuGSTz6bVDe57uEizA66nkiKPIBAULBPL8JjvBjRdGVY7uQEd16DdhXY71OxN06BULrN69XJ/w7pVt9gFZ5vy599kGLO+U3bY9dP3q9Ur1zZP9v/rFzl+LQGuj7GxtZDGRLzZ2dnfMa3CYGN++gPbHvqhbdkt33KWnHPupvK5Q9YspYJL2faxTLBNj7mGx307LEwjBK9hhHSiYAWUHI9SscnMgmJq2mHVSoVlGhRsgW0HLBv0Ga63eHR7hY4bqitSho7pQLXFPbt9Ds5YjNcUnW6A60kaLZN1kxYj1Q7HOz6NrqTjhutG+n4YYnc9izPXznPTzzzaXYt212dq1sMQPkuHS5jFU9i8zv3p9r3WPRtPXW289KUv6C5dMvIHrXZnplb7+fb+e6aPX3uA58fAwADADPCfAT755R9RGRRbrry8/YLhUvsqx+qcQtBg2/btTC4N2H/M54d3F/C7LoYwInkRSo5Ppdil47k8vM+m6BhYRpBo61IQWtS2R8tVeF6oT4dpAgGO3aVU9LEsI9St/dDZ9HxJo21z6uQClu1xvO3Q7gR0XYXrhSpLt6u46NQG/2eoRUFVOWW1weSK9dRrVcaXVB4dGTO+9lvrxPd+8yX8uD5+BW97y8k+6ydv/IsDeH78zmufDfDj+eOzPwZuDgJv7aEjx4Jb7zkUGKWx1Q11xjs3nXqYEaeI4x3G85oIJJXiPMtGj7L3aIfrbq1hRm0WIC0F83wT3+/S8aM60iiHxDTCjlCGoZIgUxgNVXgedLsGV17U4Ys3tNh5QFC1FIMVRbutEGYNuzpGzR7jXVefwp33uB/cMD6169LnPEsWSyPStq0dwA3Vk1QD+Uwb/+IBHo9qbQDghvj5rfcfo1gsDHi7Dty+fvUDrBiU7tplG99eLIjnD9VgqL7A7VtvpGLP8YJzLe59uIDjhBl8QeDS6Xq02wGdjken7dLqCFxX4HsCVBdDtkG5iMAl8CXdrsQ0HAoFh45X554dPpMjZS47u8KZmy9j6YDN8IBJtSS+71SnPjpaH7JevPFsXnzFyh9De1aIFSf7FD4jx/8H+CLjWWeMAMwC3wLYt/8QwCMCf2nBJoAWj+x7iNMnFWeu67J9j0nHbbvPvvTi91Wd5kscq+uWBpqcd1Ybs1Jl3SisWGKxdNhg2bIWxfo4E8sCXnDZCEurMFh3rDUr69eZndve57quOOfCd35IlB//qtG99afnXnSaUXIKOAUpbVMeVrCrPDx2sk/Rr8T49VDznyHjjjvuQAix1GsdqivVVUP1Dj9+qMvDe0qsGISJYYOhusHypS3GRxbYuldx6311BktQKTtiw9qJuUCpw+eeewHAOOEEa/2qRxNP5vh/uyn2YUVpOuUAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NTg6NTQrMDA6MDCgJd3zAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjU4OjU0KzAwOjAw0XhlTwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 36107851
{'hecke_orbit_code': 13510936388174066, 'n': 1, 'trace_an': 4}
-
id: 36107852
{'hecke_orbit_code': 13510936388174066, 'n': 2, 'trace_an': -2}
-
id: 36107853
{'hecke_orbit_code': 13510936388174066, 'n': 3, 'trace_an': -1}
-
id: 36107854
{'hecke_orbit_code': 13510936388174066, 'n': 4, 'trace_an': -4}
-
id: 36107855
{'hecke_orbit_code': 13510936388174066, 'n': 5, 'trace_an': 3}
-
id: 36107856
{'hecke_orbit_code': 13510936388174066, 'n': 6, 'trace_an': -2}
-
id: 36107857
{'hecke_orbit_code': 13510936388174066, 'n': 7, 'trace_an': 10}
-
id: 36107858
{'hecke_orbit_code': 13510936388174066, 'n': 8, 'trace_an': -8}
-
id: 36107859
{'hecke_orbit_code': 13510936388174066, 'n': 9, 'trace_an': 26}
-
id: 36107860
{'hecke_orbit_code': 13510936388174066, 'n': 10, 'trace_an': -24}
-
id: 36107861
{'hecke_orbit_code': 13510936388174066, 'n': 11, 'trace_an': 0}
-
id: 36107862
{'hecke_orbit_code': 13510936388174066, 'n': 12, 'trace_an': 16}
-
id: 36107863
{'hecke_orbit_code': 13510936388174066, 'n': 13, 'trace_an': 16}
-
id: 36107864
{'hecke_orbit_code': 13510936388174066, 'n': 14, 'trace_an': 20}
-
id: 36107865
{'hecke_orbit_code': 13510936388174066, 'n': 15, 'trace_an': 3}
-
id: 36107866
{'hecke_orbit_code': 13510936388174066, 'n': 16, 'trace_an': -16}
-
id: 36107867
{'hecke_orbit_code': 13510936388174066, 'n': 17, 'trace_an': -42}
-
id: 36107868
{'hecke_orbit_code': 13510936388174066, 'n': 18, 'trace_an': 52}
-
id: 36107869
{'hecke_orbit_code': 13510936388174066, 'n': 19, 'trace_an': -116}
-
id: 36107870
{'hecke_orbit_code': 13510936388174066, 'n': 20, 'trace_an': 12}
-
id: 36107871
{'hecke_orbit_code': 13510936388174066, 'n': 21, 'trace_an': -40}
-
id: 36107872
{'hecke_orbit_code': 13510936388174066, 'n': 22, 'trace_an': 0}
-
id: 36107873
{'hecke_orbit_code': 13510936388174066, 'n': 23, 'trace_an': 756}
-
id: 36107874
{'hecke_orbit_code': 13510936388174066, 'n': 24, 'trace_an': -8}
-
id: 36107875
{'hecke_orbit_code': 13510936388174066, 'n': 25, 'trace_an': 116}
-
id: 36107876
{'hecke_orbit_code': 13510936388174066, 'n': 26, 'trace_an': 32}
-
id: 36107877
{'hecke_orbit_code': 13510936388174066, 'n': 27, 'trace_an': 53}
-
id: 36107878
{'hecke_orbit_code': 13510936388174066, 'n': 28, 'trace_an': 40}
-
id: 36107879
{'hecke_orbit_code': 13510936388174066, 'n': 29, 'trace_an': 120}
-
id: 36107880
{'hecke_orbit_code': 13510936388174066, 'n': 30, 'trace_an': 6}
-
id: 36107881
{'hecke_orbit_code': 13510936388174066, 'n': 31, 'trace_an': 163}
-
id: 36107882
{'hecke_orbit_code': 13510936388174066, 'n': 32, 'trace_an': 128}
-
id: 36107883
{'hecke_orbit_code': 13510936388174066, 'n': 33, 'trace_an': 0}
-
id: 36107884
{'hecke_orbit_code': 13510936388174066, 'n': 34, 'trace_an': 336}
-
id: 36107885
{'hecke_orbit_code': 13510936388174066, 'n': 35, 'trace_an': -30}
-
id: 36107886
{'hecke_orbit_code': 13510936388174066, 'n': 36, 'trace_an': 104}
-
id: 36107887
{'hecke_orbit_code': 13510936388174066, 'n': 37, 'trace_an': 409}
-
id: 36107888
{'hecke_orbit_code': 13510936388174066, 'n': 38, 'trace_an': -232}
-
id: 36107889
{'hecke_orbit_code': 13510936388174066, 'n': 39, 'trace_an': 16}
-
id: 36107890
{'hecke_orbit_code': 13510936388174066, 'n': 40, 'trace_an': 24}
-
id: 36107891
{'hecke_orbit_code': 13510936388174066, 'n': 41, 'trace_an': -468}
-
id: 36107892
{'hecke_orbit_code': 13510936388174066, 'n': 42, 'trace_an': 20}
-
id: 36107893
{'hecke_orbit_code': 13510936388174066, 'n': 43, 'trace_an': 440}
-
id: 36107894
{'hecke_orbit_code': 13510936388174066, 'n': 44, 'trace_an': 0}
-
id: 36107895
{'hecke_orbit_code': 13510936388174066, 'n': 45, 'trace_an': 312}
-
id: 36107896
{'hecke_orbit_code': 13510936388174066, 'n': 46, 'trace_an': -378}
-
id: 36107897
{'hecke_orbit_code': 13510936388174066, 'n': 47, 'trace_an': -144}
-
id: 36107898
{'hecke_orbit_code': 13510936388174066, 'n': 48, 'trace_an': -16}
-
id: 36107899
{'hecke_orbit_code': 13510936388174066, 'n': 49, 'trace_an': 243}
-
id: 36107900
{'hecke_orbit_code': 13510936388174066, 'n': 50, 'trace_an': 232}
-
id: 36107901
{'hecke_orbit_code': 13510936388174066, 'n': 51, 'trace_an': -42}
-
id: 36107902
{'hecke_orbit_code': 13510936388174066, 'n': 52, 'trace_an': 64}
-
id: 36107903
{'hecke_orbit_code': 13510936388174066, 'n': 53, 'trace_an': -90}
-
id: 36107904
{'hecke_orbit_code': 13510936388174066, 'n': 54, 'trace_an': -424}
-
id: 36107905
{'hecke_orbit_code': 13510936388174066, 'n': 55, 'trace_an': 0}
-
id: 36107906
{'hecke_orbit_code': 13510936388174066, 'n': 56, 'trace_an': -320}
-
id: 36107907
{'hecke_orbit_code': 13510936388174066, 'n': 57, 'trace_an': -116}
-
id: 36107908
{'hecke_orbit_code': 13510936388174066, 'n': 58, 'trace_an': 240}
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{'hecke_orbit_code': 13510936388174066, 'n': 971, 'trace_an': -37665}
-
id: 36108105
{'hecke_orbit_code': 13510936388174066, 'n': 977, 'trace_an': 35715}
-
id: 36108106
{'hecke_orbit_code': 13510936388174066, 'n': 983, 'trace_an': -5949}
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id: 36108107
{'hecke_orbit_code': 13510936388174066, 'n': 991, 'trace_an': -94240}
-
id: 36108108
{'hecke_orbit_code': 13510936388174066, 'n': 997, 'trace_an': -26786}